Columbia University
Office of Student Affairs
107 Low Library, MC 4304
New York, NY 10027
212-854-6729
Michael Harris
Director of Graduate Studies
Department of Mathematics
Columbia University
2990 Broadway
509 Mathematics, MC 4406
New York, NY 10027
Degree requirements.
In outline, to earn the PhD in either Mathematics or Applied Mathematics, the candidate must meet the following requirements.
The detailed regulations of the Ph.D. program are the following:
During the first year of the Ph.D. program, the student must enroll in at least 4 courses. At least 2 of these must be graduate courses offered by the Department of Mathematics. Exceptions can be granted by the Vice-Chair for Graduate Studies.
The Preliminary Examination consists of 6 hours (total) of written work given over a two-day period (3 hours/day). Exam questions are given in calculus, real analysis, complex analysis, linear algebra, and abstract algebra. The Preliminary Examination is offered twice a year during the first week of the fall and spring semesters.
To arrange the Qualifying Examination, a student must first settle on an area of concentration, and a prospective Dissertation Advisor (Dissertation Chair), someone who agrees to supervise the dissertation if the examination is passed. With the aid of the prospective advisor, the student forms an examination committee of 4 members. All committee members can be faculty in the Mathematics Department and the chair must be in the Mathematics Department. The QE chair and Dissertation Chair cannot be the same person; therefore, t he Math member least likely to serve as the dissertation advisor should be selected as chair of the qualifying exam committee . The syllabus of the examination is to be worked out jointly by the committee and the student, but before final approval, it is to be circulated to all faculty members of the appropriate research sections. The Qualifying Examination must cover material falling in at least 3 subject areas and these must be listed on the application to take the examination. Moreover, the material covered must fall within more than one section of the department. Sample syllabi can be reviewed online or in 910 Evans Hall. The student must attempt the Qualifying Examination within twenty-five months of entering the PhD program. If a student does not pass on the first attempt, then, on the recommendation of the student's examining committee, and subject to the approval of the Graduate Division, the student may repeat the examination once. The examining committee must be the same, and the re-examination must be held within thirty months of the student's entrance into the PhD program. For a student to pass the Qualifying Examination, at least one identified member of the subject area group must be willing to accept the candidate as a dissertation student.
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Find Graduate Programs in the Mathematical Sciences offers comparative information on graduate programs in the mathematical sciences for prospective graduate students and their advisers. This web service provides only an overview of the programs offered; departments should be contacted directly for more detailed information. Currently 276 graduate programs are listed.
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Program type, masters programs (check all that apply), phd specialties (check all that apply), financial support available, gre required, online options available, skills training resources (check all that apply), number of phds awarded in the last year, enrollments, canadian province, list or edit your graduate program in the mathematical sciences.
Find Graduate Programs (FGP) in the Mathematical Sciences offers comparative information on over 500 graduate programs in the mathematical sciences in the US and Canada. This web service provides only an overview of the programs offered; departments should be contacted directly for more detailed information. Currently 741 graduate programs are listed.
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In the wake of the pandemic, many mathematical sciences departments have made at least short-term changes in their requirements regarding the GRE for individuals applying for admission to graduate programs. The Google doc USA/Canada Math PhD Programs: GRE requirements and Qualifying Exams , curated by Brown University graduate student Emily Winn, provides a list of those current requirements.
Graduate Handbook
The following information is a snapshot of all Master of Arts, Master of Science, and Ph.D. in Mathematics requirements from the University of Arizona Catalog. For full details on these requirements, please see the Mathematics Graduate Program handbook.
The Master of Science in Mathematics program requires a plan of study, professional development requirement, a thesis and examinations, and 30 units of approved graduate credit with differing parameters.
See the Mathematics Graduate Handbook for more specific details.
Admission Requirements
While both degrees require a Master's thesis, the Master of Arts degree requires more courses outside mathematics and has a teaching option intended for secondary school teachers. This degree often serves as a stepping stone towards the PhD but not as strongly as the Master of Science.
While this degree also requires a thesis, the Master of Science degree requires a greater number of more advanced mathematics courses (technically those which are not co-convened). This degree often serves as a stepping stone towards the PhD but not as strongly as the Master of Science. The M.A. but especially the Master of Science often serve as a stepping stone towards the PhD.
The Doctor of Philosophy degree usually requires about five years to complete. Ph.D. requirements are far more in depth than those of the Masters programs. You can find more detailed information in the Graduate Handbook. Aside from generalized course requirements, all Ph.D. students are required to select a supporting minor, find a graduate faculty advisor, complete professional development requirements, complete a dissertation, and successfully defend the dissertation. Course requirements include 36 units of graduate credit in the major with an additional 18 units of dissertation ( MATH920 ).
This is the degree for you if you plan to pursue a career in academic research, university teaching, or high-level research in industry or a government laboratory. The most important requirement is a dissertation which represents a substantial new contribution, of publishable quality, to the mathematical sciences. In fact, the point of the PhD degree is to prepare you to make and publish exactly this sort of contribution.
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The goal of our PhD program is to train graduate students to become research mathematicians. Each year, an average of five students complete their theses and go on to exciting careers in mathematics both inside and outside of academia.
Faculty research interests in the Johns Hopkins University Department of Mathematics are concentrated in several areas of pure mathematics, including analysis and geometric analysis, algebraic geometry and number theory, differential geometry, algebraic topology, category theory, and mathematical physics. The department also has an active group in data science, in collaboration with the Applied Math Department .
The Department values diversity among its members, is committed to building a diverse intellectual community, and strongly encourages applications from all interested parties.
A brief overview of our graduate program is below. For more detailed information, please use the drop down menu above.
All students admitted to the PhD program receive support that includes a stipend, full tuition, and additional benefits. Students making satisfactory progress are guaranteed this support for five years. A sixth year of support is generally possible for students who are on track to complete their Ph.D. and would benefit from the additional year. Ph.D. students at JHU are unionized , and their stipends and benefits are specified in the union’s collective bargaining agreement; here is a summary .
PhD candidates take two or three courses per semester over the first several years of the program. These are a mix of required and intermediate-level graduate courses, independent studies, and special topics classes offered by our faculty.
By the beginning of their second year, students are asked to demonstrate competency in algebra and in analysis by passing written qualifying exams in these two broad areas. Students are then expected to choose an advisor, who will supervise their dissertation and also administer an oral qualifying exam to be taken in the second or third year. More specifics about all these requirements are described on the requirements page .
All graduate students are invited to attend weekly research seminars in a variety of topic areas as well as regular department teas and a weekly wine and cheese gathering attended by many junior and senior members of the department. A graduate student lunch seminar series provides an opportunity for our students to practice their presentation skills to a general audience.
Teaching experience is regarded as an important part of the graduate program, and graduate students are required to teach during their program, most frequently as a teaching assistant for undergraduate courses. First-year students are exempted from TAing, in preparation for the qualifying exams, and each student at the dissertation-writing stage is offered an additional semester free of teaching.
Each student receives a travel allowance to enable them to attend conferences for which limited funding is available, or to visit researchers at other institutions.
Welcome to the Math PhD program at Harvard University and the Harvard Kenneth C. Griffin Graduate School of Arts and Sciences.
Learn more about Harvard’s Math community and our statement on diversity and inclusion.
The Harvard Griffin GSAS Office of Equity, Diversity, Inclusion & Belonging offers diversity resources and student affinity groups for graduate students.
The Harvard University Office for Gender Equity has dedicated GSAS Title IX resource coordinators who work with and support graduate students.
open. The application deadline is December 15, 2021. -->
The pure math PhD admissions application is open. The application submission deadline is December 15, 2024.
For information on admissions and financial support , please visit the Harvard Kenneth C. Griffin Graduate School of Arts and Sciences.
Harvard Griffin GSAS is committed to ensuring that our application fee does not create a financial obstacle. Applicants can determine eligibility for a fee waiver by completing a series of questions in the Application Fee section of the application. Once these questions have been answered, the application system will provide an immediate response regarding fee waiver eligibility.
Note for Harvard College Undergraduates
Since it is better for a student’s mathematical development to learn mathematics at different institutions so as to be exposed to a broader range of mathematical perspectives, ordinarily applications for the mathematics PhD program from Harvard College undergraduates are not considered. If exceptional circumstances warrant an application from a Harvard undergraduate, an advisor or mentor of that student should seek approval from the Director of Graduate Studies before the student submits an application.
Mellon college of science, ph.d. programs, doctor of philosophy in mathematical sciences.
Students seeking a Ph.D. in Mathematical Sciences are expected to show a broad grasp of mathematics and demonstrate a genuine ability to do mathematical research. The Doctor of Philosophy in Mathematical Sciences is a traditional research degree, and its requirements are representative of all doctoral programs.
After being admitted to graduate status by the Department, a student seeking a Ph.D. must be admitted to candidacy for this degree by fulfilling the appropriate program requirements.
The most important requirement for the Ph.D. degree is timely completion and public defense of an original Ph.D. thesis. The Ph.D. thesis is expected to display depth and originality and be publishable by a refereed journal.
The Doctor of Arts degree shares all requirements and standards with the Ph.D., except with regard to the thesis. The D.A. thesis is not expected to display the sort of original research required for a Ph.D. thesis, but rather to demonstrate an ability to organize, understand, and present mathematical ideas in a scholarly way, usually with sufficient innovation and worth to produce a publishable work. Whenever practical, the department provides D.A. candidates with the opportunity to use materials developed to teach a course. While a typical Ph.D. recipient will seek a position that has a substantial research component, the D.A. recipient will usually seek a position where research is not central.
This program is administered jointly by the Department of Mathematical Sciences, the Department of Computer Science, and the Tepper School of Business. It focuses on discrete mathematics and algorithmic issues arising in computer science and operations research, particularly the mathematical analysis of these issues. The participating units evaluate applicants separately. The requirements for this degree and information on participating faculty are available at the ACO page .
This is an interdisciplinary program with faculty from the Department of Mathematical Sciences, the Department of Philosophy, and the School of Computer Science. The participating units evaluate applicants separately and set their own program requirements. Students who have been admitted to the PAL program, and who complete the requirements for the Ph.D. in Mathematical Sciences with a thesis in the area of logic, can choose to receive either a Ph.D. in Pure and Applied Logic or a Ph.D. in Mathematical Sciences. The choice of which degree to receive is usually based on the intended career path.
The CMU Rales Fellow Program is dedicated to developing a diverse community of STEM leaders from underrepresented and underresourced backgrounds by eliminating cost as a barrier to education. Learn more about this program for master's and Ph.D. students. Learn more
Degree requirements.
A candidate for the Ph.D. degree in mathematics must fulfill a number of different departmental requirements.
The Ph.D. program also offers students the opportunity to pursue their study and research with Mathematics faculty based at NYU Shanghai. With this opportunity, students generally complete their coursework in New York City before moving full-time to Shanghai for their dissertation research. For more information, please visit the NYU Shanghai Ph.D. page .
Sample course schedules (Years 1 and 2) for students with a primary interest in:
Year I - Fall Term | Year I - Spring Term |
---|---|
Linear Algebra | Topology II |
Differential Geometry I | Differential Geometry II |
Real Variables | Ordinary Differential Equations |
Complex Variables | Functional Analysis I |
Year II - Fall Term | Year II - Spring Term |
---|---|
Advanced Topics in Geometry: Isometric Immersions Before and After Nash | Advanced Topics in Geometry: Randomness and Complexity |
Advanced Topics in Geometry: High Dimensional Expanders and Ramanujan Complexes | Advanced Topics in Geometry: Topics in Geometric Nonlinear Functional Analysis |
Harmonic Analysis | Advanced Topics in Geometry: Analysis and Geometry of Scalar Curvature |
Advanced Topics in PDE: Resonances in PDEs | Advanced Topics in PDE: Analytic Aspects of Harmonic Maps |
Applied Math (Math Biology, Scientific Computing, Physical Applied Math, etc.)
Year I - Fall Term | Year I - Spring Term |
---|---|
Linear Algebra | Applied Stochastic Processes |
PDE I | Asymptotic Analysis |
Fluid Mechanics | Continuum mechanics |
Numerical Methods I | Numerical Methods II |
Year II - Fall Term | Year II - Spring Term |
---|---|
Neurophysiology and Neuronal Networks | Data Analysis |
Complex fluids | Mathematical Physiology |
Real Variables | Geophysical Fluid Dynamics |
Computational Fluid Dynamics | Nonlinear Optimization |
Additional information for students interested in studying applied math is available here .
Probability
Year I - Fall Term | Year I - Spring Term |
---|---|
Stochastic Calculus | Probability: Limit Theorems II |
Probability: Limit Theorems I | Applied Stochastic Analysis |
Real Variables | Advanced Topics in Probability: Random Graphs |
Complex Variables | Advanced Topics in Math Biology:Stochastic Problems in Cellular Molecular and Neural Biology |
Year II - Fall Term | Year II - Spring Term |
---|---|
Advanced Topics in Probability: Ergodic Theory of Markov Processes | Advanced Topics in Geometry: Randomness and Complexity |
Advanced Topics in Probability: Motion in Random Media | Advanced Topics in Probability: Random Matrices |
Advanced Topics in Applied Math: Quantifying Uncertainty in Complex Turbulent Systems | Advanced Topics in Probability: Markov Chain Analysis |
Derivative Securities | Advanced Topics in Numerical Analysis: Monte Carlo Methods |
PDE/Analysis
Year I - Fall Term | Year I - Spring Term |
---|---|
Linear Algebra | Topology II |
PDE I | Ordinary Differential Equations |
Real Variables | PDE II |
Complex Variables | Functional Analysis I |
Year II - Fall Term | Year II - Spring Term |
---|---|
Differential Geometry I | Algebra II |
Harmonic Analysis | Advanced Topics in PDE: Extreme Problems for Elliptic Eigenvalues |
Advanced Topics in Analysis: Calculus of Variations | Advanced Topics in Analysis: Dynamics of the Nonlinear Schroedinger Equation |
Probability: Limit Theorems I | Probability: Limit Theorems II |
The examination tests the basic knowledge required for any serious mathematical study. It consists of the three following sections: Advanced Calculus, Complex Variables, and Linear Algebra. The examination is given on three consecutive days, twice a year, in early September and early January. Each section is allotted three hours and is written at the level of a good undergraduate course. Samples of previous examinations are available in the departmental office. Cooperative preparation is encouraged, as it is for all examinations. In the fall term, the Department offers a workshop, taught by an advanced Teaching Assistant, to help students prepare for the written examinations.
Entering students with a solid preparation are encouraged to consider taking the examination in their first year of full-time study. All students must take the examinations in order to be allowed to register for coursework beyond 36 points of credit; it is recommended that students attempt to take the examinations well before this deadline. Graduate Assistants are required to take the examinations during their first year of study.
For further details, consult the page on the written comprehensive exams .
This examination is usually (but not invariably) taken after two years of full-time study. The purpose of the examination is to determine if the candidate has acquired sufficient mathematical knowledge and maturity to commence a dissertation. The phrase "mathematical knowledge" is intended to convey rather broad acquaintance with the basic facts of mathematical life, with emphasis on a good understanding of the simplest interesting examples. In particular, highly technical or abstract material is inappropriate, as is the rote reproduction of information. What the examiners look for is something a little different and less easy to quantify. It is conveyed in part by the word "maturity." This means some idea of how mathematics hangs together; the ability to think a little on one's feet; some appreciation of what is natural and important, and what is artificial. The point is that the ability to do successful research depends on more than formal learning, and it is part of the examiners' task to assess these less tangible aspects of the candidate's preparation.
The orals are comprised of a general section and a special section, each lasting one hour, and are conducted by two different panels of three faculty members. The examination takes place three times a year: fall, mid-winter and late spring. Cooperative preparation of often helpful and is encouraged. The general section consists of five topics, one of which may be chosen freely. The other four topics are determined by field of interest, but often turn out to be standard: complex variables, real variables, ordinary differential equations, and partial differential equations. Here, the level of knowledge that is expected is equivalent to that of a one or two term course of the kind Courant normally presents. A brochure containing the most common questions on the general oral examination, edited by Courant students, is available at the Department Office.
The special section is usually devoted to a single topic at a more advanced level and extent of knowledge. The precise content is negotiated with the candidate's faculty advisor. Normally, the chosen topic will have a direct bearing on the candidate's Ph.D. dissertation.
All students must take the oral examinations in order to be allowed to register for coursework beyond 60 points of credit. It is recommended that students attempt the examinations well before this deadline.
The oral defense is the final examination on the student's dissertation. The defense is conducted by a panel of five faculty members (including the student's advisor) and generally lasts one to two hours. The candidate presents his/her work to a mixed audience, some expert in the student's topic, some not. Often, this presentation is followed by a question-and-answer period and mutual discussion of related material and directions for future work.
The Department encourages Ph.D. students at any stage of their studies, including the very early stage, to seek summer employment opportunities at various government and industry facilities. In the past few years, Courant students have taken summer internships at the National Institute of Health, Los Alamos National Laboratory, Woods Hole Oceanographic Institution, Lawrence Livermore National Laboratory and NASA, as well as Wall Street firms. Such opportunities can greatly expand students' understanding of the mathematical sciences, offer them possible areas of interest for thesis research, and enhance their career options. The Director of Graduate Studies and members of the faculty (and in particular the students' academic advisors) can assist students in finding appropriate summer employment.
For detailed information, consult the page on the Mentoring and Grievance Policy .
Information about spending a term at the Courant Institute's Department of Mathematics as a visiting doctoral student is available on the Visitor Programs page.
Our graduate program is unique from the other top mathematics institutions in the U.S. in that it emphasizes, from the start, independent research. Each year, we have extremely motivated and talented students among our new Ph.D. candidates who, we are proud to say, will become the next generation of leading researchers in their fields. While we urge independent work and research, there exists a real sense of camaraderie among our graduate students. As a result, the atmosphere created is one of excitement and stimulation as well as of mentoring and support. Furthermore, there exists a strong scholarly relationship between the Math Department and the Institute for Advanced Study, located just a short distance from campus, where students can make contact with members there as well as attend the IAS seminar series. Our program has minimal requirements and maximal research and educational opportunities. We offer a broad variety of advanced research topics courses as well as more introductory level courses in algebra, analysis, and geometry, which help first-year students strengthen their mathematical background and get involved with faculty through basic course work. In addition to the courses, there are several informal seminars specifically geared toward graduate students: (1) Colloquium Lunch Talk, where experts who have been invited to present at the Department Colloquium give introductory talks, which allows graduate students to understand the afternoon colloquium more easily; (2) Graduate Student Seminar (GSS), which is organized and presented by graduate students for graduate students, creating a vibrant mathematical interaction among them; and, (3) What’s Happening in Fine Hall (WHIFH) seminar where faculty give talks in their own research areas specifically geared towards graduate students. Working or reading seminars in various research fields are also organized by graduate students each semester. First-year students are set on the fast track of research by choosing two advanced topics of research, beyond having a strong knowledge of three more general subjects: algebra, and real and complex analysis, as part of the required General Examination. It is the hope that one, or both, of the advanced topics will lead to the further discovery of a thesis problem. Students are expected to write a thesis in four years but will be provided an additional year to complete their work if deemed necessary. Most of our Ph.D.'s are successfully launched into academic positions at premier mathematical institutions as well as in industry .
Jill leclair.
An online master's degree in applied and computational mathematics from Johns Hopkins University complements your knowledge with principles that can be applied to almost every discipline of science, engineering, industry, and technology—from defense technology and business to public policy and biomedicine.
Johns Hopkins Engineering for Professionals online applied and computational mathematics master’s is one of the premier graduate degree options in our top-ranked online engineering master’s program and a leading computational mathematics master’s program in the industry. The advanced-level curriculum teaches students the key steps to incorporate design and mathematical algorithms into modern technologies.
Choose from highly relevant courses like Statistical Methods and Data Analysis, Real Analysis, and Matrix Theory to support your subject-matter interests. Whether you work to develop prototypes in manufacturing or create models to predict long-term climate change, the coursework emphasizes applied and theoretical aspects of the field, so you can:
A focus area can be selected but is not required for the computational mathematics master’s .
We offer three Applied and Computational Mathematics degree options; you can earn a Master of Science in Applied and Computational Mathematics, a Post-Master’s Certificate, or a Graduate Certificate.
Get details about course requirements, prerequisites, focus areas, and electives offered within the program. All courses are taught by subject-matter experts who are executing the technologies and techniques they teach. Selected undergraduate-level courses are also offered to provide mathematical background for the program. These 100- and 200-level courses are not for graduate credit. Some students may find one or more of these courses useful as a refresher or to fill gaps in their prior education.
Learn about the requirements for completing research or a thesis in Applied and Computational Mathematics.
Assessment examinations are available for Precalculus, Calculus 1, Calculus 2, and Calculus 3/Multivariable Calculus. Each assessment exam is an advisory tool to help you and your academic advisor gauge your preparedness for mathematics at a proper level here at EP. The exam is not a means to “pass out” of a particular course, and a waiver will not be granted solely based on an exam score.
James spall.
Andrew marshall, tuition and fees.
Did you know that 78 percent of our enrolled students’ tuition is covered by employer contribution programs? Find out more about the cost of tuition for prerequisite and program courses and the Dean’s Fellowship.
Build on your applied and computational mathematics degree by engaging with all the rest Johns Hopkins has to offer.
Expert Faculty - Study with faculty who are practicing scientists and notable professionals with corporations and government entities, including the Johns Hopkins Applied Physics Lab, NASA, Raytheon, and the U.S. Department of Defense. Exceptional one-on-one mentoring sets you on a course to be a confident, knowledgeable leader. Learn More
Beyond Rankings: We Help You Fulfill Your Vision - We are proud to be ranked among the top online graduate engineering schools by U.S. News & World Report . But we’re about more than just numbers and rankings—we’re focused on making sure you flourish as a learner and engineer. Learn More
Network and Connect - Your knowledge is stronger with a network. In the applied and computational mathematics program, you will make career-advancing connections with accomplished scientists and engineers who represent a variety of disciplines across many industries. Learn More
“ I enjoyed the flexibility of attending part-time, the personableness of the instructors in the program, and the content of the courses. ”
I don't have an engineering background, can i still apply to this program.
Yes. If we are otherwise willing to accept the student, we will determine which prerequisites are still needed as part of the review process. You will then be admitted provisionally until those courses have been successfully completed.
Generally speaking, computation mathematics refers to the mathematics that fuels a computer’s ability to solve complex equations, while computer science refers to the science that goes into building and innovating the computer itself. A computer science master’s program will focus more on the building and operations of computers while a computational mathematics master’s program leans more into the mathematics that computers use.
Applied and computational mathematics jobs can range from genetic and healthcare research to software engineering and machine learning and over into statistics or actuarial science. You can also pursue careers in industries like medical research, international banking, and software development—just to name a few.
Find out when registration opens, classes start, transcript deadlines and more. Applications are accepted year-round, so you can apply any time.
Amitabh Basu's approach promises to improve the accuracy of celestial object matching.
EP graduate Mike Snyder applied his math and analytics background as Director of Pro Scouting for the playoff Orioles.
Interested in pursuing an advanced career in applied mathematics? Learn which industries and occupations are available to you with JHU EP.
London, Bloomsbury
If you require details of this year's programme, Primary (Specialist Mathematics full-time) PGCE (2025), click here
On this specialist Primary PGCE programme, students learn to teach all the primary curriculum subjects but there is an added emphasis on learning to teach mathematics by considering both mathematics as a subject in its own right, but also its links to other subject areas.
UCL works in partnership with around 200 primary schools, enabling students to fully prepare to be a primary teacher. We welcome a wide range of students each year to our Primary PGCE programmes and traditionally under-represented groups are particularly encouraged to apply. Our cohorts are typically very diverse, reflecting school communities across London.
Overseas tuition fees (2024/25), programme starts, applications accepted.
Applications closed
IOE, UCL's Faculty of Education and Society, has been ranked 1st for Education in the QS World University Rankings by Subject since 2014.
A minimum of a lower second-class UK Bachelor's degree or an overseas qualification of an equivalent standard.
No specific subjects required.
English Language, Science (one from Combined Science, Biology, Chemistry or Physics) at grade 4 or above and Mathematics at grade 5. We do not accept "applied" or "additional" GCSE subjects. Applicants who do not offer a GCSE in English Language or Science may demonstrate an equivalent standard by completing a test via Equivalency Testing or A Star Equivalency and achieving at least a grade 4, we require grade 5 in Mathematics. For Mathematics, equivalency tests in Mathematics Foundation or Mathematics Higher with grade 5 are accepted. For Science, equivalency tests in either Combined Science or Biology with grade 4 are accepted. BTEC, Functional Skills or Access course qualifications are not accepted in place of GCSEs.
We recommend that you aim to gain some experience in a classroom prior to interview.
Trainees will be assured against a set of fundamental Mathematics and English skills by the end of their teacher training.
Applicants whose degree qualifications are below a lower second-class standard may be admitted if they can demonstrate an appropriate academic background at Master's level and above and/or significant postgraduate experience in the relevant field.
Country-specific information, including details of when UCL representatives are visiting your part of the world, can be obtained from the International Students website .
International applicants can find out the equivalent qualification for their country by selecting from the list below. Please note that the equivalency will correspond to the broad UK degree classification stated on this page (e.g. upper second-class). Where a specific overall percentage is required in the UK qualification, the international equivalency will be higher than that stated below. Please contact Graduate Admissions should you require further advice.
The English language level for this programme is: Level 2
Further information can be found on our English language requirements page.
This programme is suitable for international students on a Student visa - study must be full-time, starting September.
If you are made an offer you will be required to successfully complete Occupational Health and Disclosure Barring Service (DBS) Enhanced Disclosure checks. The Occupational Health Check is £90, and depending on your DBS requirements, there may be an additional fee of £15.00 if you can submit your DBS Enhanced Disclosure check via a UK Post Office. These checks are required to ensure you meet the Department for Education’s requirements for physical and mental health to teach, as well as assessing your suitability for access to children and vulnerable adults. More details can be found on the Entry requirements page.
Our Primary PGCE develops effective, confident teachers whose classroom practice is informed by an advanced knowledge of educational theory, and who will continue to learn and reflect throughout their careers. We will help students to acquire the skills and expertise to support children’s learning, prepare them to teach in an inclusive urban environment, provide professional development in all national curriculum subjects, with a strong focus on mathematics, and ensure that students show a concern for professional values and demonstrate the positive attitudes and behaviour expected from pupils.
The Primary PGCE (Specialist Mathematics full-time) programme is suited to those wishing to gain Qualified Teaching Status (QTS) for teaching in a UK maintained (state-funded) school and who have fulfilled the appropriate entry requirements.
Students on the Primary PGCE programme benefit enormously from the complementary skills and expertise of staff in partnership schools and at IOE, UCL's Faculty of Education and Society.
The schools offer placements for teaching experience, and their teachers serve as tutors, mentors and joint assessors for our student teachers. IOE tutors have extensive experience of teaching, school management, inspection, research and consultancy.
Primary PGCE mathematics students spend time across the Foundation stage, Key Stage 1 and 2, and they gain experience of teaching across Key Stage 1 and Key Stage 2. Students will learn to teach all the primary curriculum subjects, with mathematics as a speciality.
The Primary PGCE programme aims to provide a springboard into a rewarding career as a skilled teacher and future educational leader. It also lays the foundations for researching, writing and further study in education
Graduates of the Primary PGCE programme are highly employable and sought after by schools and colleges in London and beyond. Almost all graduates secure their first teaching post by the time they finish the PGCE programme.
Graduates of the programme have great career prospects, some are working as classroom teachers and mentors to PGCE students, while others have jobs as maths subject leaders. Many have taken on further leadership roles within their schools, some of our graduates are now Headteachers, and many have developed their careers as subject specialist mathematics teachers, Special Educational Needs Co-ordinators and lead teachers in the classroom.
Students who successfully complete this programme will be recommended for Qualified Teacher Status (QTS).
The programme is taught through a mix of face-to-face and online sessions, (including lectures, presentations, discussions, and classroom group tasks), and a practical teaching element based in three schools. Students are required to read widely and to carry out written assignments in their own time.
Throughout the year, students will also participate in specific activities at IOE and in school that focus on important areas of our curriculum. These activities (totalling 20 days with at least 10 days in school) will help students to better understand links between theory and practice. They will also involve feedback from experts so that progress is supported in these pivotal areas. These days form part of the 130 days of teaching practice.
Students are assessed through assignments, presentations, audits, feedback and tutorials. A final assessment is based on a range of evidence including observations of teaching, assignments, subject knowledge development, professional conduct and responses to self-study.
University sessions run 9.00am - 4.30pm daily. During school placements you will be expected to attend at least 30 mins prior to the start of the school day and leave at least 30 after the school day ends.
Students will have readings and additional self-directed study to complete in addition to these contact hours.
This Programme is run over a period of 36 weeks.
You will undertake two Masters level modules (level 7), one Professional Practice module at level 6 and three school placements. The Masters Level modules are worth a total of 60 Masters credits on completion.
When you are not undertaking face-to-face teaching at IOE, you will be undertaking at least 130 days of teaching practice in various Partnership Schools.
Your three placements would be:
Throughout the year, you will also participate in specific activities at IOE and in school that focus on important areas of our curriculum. These activities (totalling 20 days with at least 10 days in school) will help you to better understand links between theory and practice. They will also involve feedback from experts so that your progress is supported in these pivotal areas. These days form part of your 130 days of teaching practice.
Please note that the list of modules given here is indicative. This information is published a long time in advance of enrolment and module content and availability are subject to change. Modules that are in use for the current academic year are linked for further information. Where no link is present, further information is not yet available.
Upon successful completion of 60 credits and the Professional Practice module, you will be awarded a PGCE in Primary (Specialist Mathematics full-time).
As part of the programme students will spend time on placements at primary schools, during which time their teaching experience will be supported by a tutor and mentor. Students will spend at least 130 days on placements.
During placement periods you should be prepared to travel to and from each school placement. It should be noted that there is variation in how accessible schools are, and whether they have parking facilities.
We ensure your placement will provide fulfilling and valuable experiences through:
Teaching is a demanding profession and student teachers can feel nervous about school placements or anxious about the workload. Your tutor and school-based mentor will help you navigate your school experience, ensuring that you have the input you need. Empathetic feedback and discussion about your developing professional practice will support you to be successful.
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Fees and funding, fees for this course.
Fee description | Full-time |
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Tuition fees (2024/25) | £9,250 |
Tuition fees (2024/25) | £25,900 |
The tuition fees shown are for the year indicated above. Fees for subsequent years may increase or otherwise vary. Where the programme is offered on a flexible/modular basis, fees are charged pro-rata to the appropriate full-time Master's fee taken in an academic session. Further information on fee status, fee increases and the fee schedule can be viewed on the UCL Students website: ucl.ac.uk/students/fees .
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Deadline: 3 May 2024 Value: Tuition fees, return flights and stipend (1 year) Criteria Based on both academic merit and financial need Eligibility: EU, Overseas
Deadline: 3 May 2024 Value: Tuition fees and accommodation (1 year) Criteria Based on both academic merit and financial need Eligibility: EU, Overseas
Students are advised to apply as early as possible due to competition for places. Those applying for scholarship funding (particularly overseas applicants) should take note of application deadlines.
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I would really appreciate any advice or suggestions anyone might have. I am currently a senior mathematics major, about to graduate in May. For two years, I have planned on going for my PhD in pure mathematics (my highest interests have been in algebra, number theory, and discrete math). I applied to 8 PhD programs and 1 masters program, the ...
A math master's or PhD is required to teach at an advanced level, and a graduate degree in math is recommended for most high-level positions in government and industry. The great thing about math is that it applies to everything — from the health industry to the banking industry, from education to engineering, from logistics to neuroscience.
Yes, a masters sounds like a better option, based on what you're saying. Also a lot of PhD students have a MA already, so it's not uncommon to do an MA first and then decide from there. Some universities offer a one-year masters - I would look into that option. 1. Reply.
Guide to Graduate Studies. The PhD Program. The Ph.D. program of the Harvard Department of Mathematics is designed to help motivated students develop their understanding and enjoyment of mathematics. Enjoyment and understanding of the subject, as well as enthusiasm in teaching it, are greater when one is actively thinking about mathematics in ...
Yale University. New Haven, CT. #8 in Mathematics (tie) Save. 4.6. A graduate degree in mathematics can help students hone their skills in a specialty area, from algebra and number theory to ...
The two most common types of graduate degrees are master's and doctoral degrees: A master's is a 1-2 year degree that can prepare you for a multitude of careers. A PhD, or doctoral degree, takes 3-7 years to complete (depending on the country) and prepares you for a career in academic research. A master's is also the necessary first ...
Mines requires a 151 for its applied mathematics and statistics program, but each school is different. The absolute lowest we've seen is 145. Generally speaking, the higher the GRE score (especially for math programs) the better off you'll be in grad school. Time to devote to the program - Graduate programs require significant time ...
Overview. The Department of Mathematics graduate program has minimal requirements and maximal research and educational opportunities. It differentiates itself from other top mathematics institutions in the U.S. in that the curriculum emphasizes, from the start, independent research. Our students are extremely motivated and come from a wide ...
Because a PhD takes longer to complete, it usually costs more money. The flip side to this is that a PhD may yield a higher salary upon completion. Therefore it may be worth the increased cost long-term. Whichever graduate degree you decide to pursue, you'll have expenses, such as tuition, fees, books, and others.
Mathematics PhD Program. The Ph.D. program in the Department of Mathematics provides students with in-depth knowledge and rigorous training in all the subject areas of mathematics. A core feature is the first-year program, which helps bring students to the forefront of modern mathematics. Students work closely with faculty and each other and ...
Office of Student Affairs. 107 Low Library, MC 4304. New York, NY 10027. 212-854-6729. [email protected]. For information on the department and program: Michael Harris. Director of Graduate Studies. Department of Mathematics.
In outline, to earn the PhD in either Mathematics or Applied Mathematics, the candidate must meet the following requirements. During the first year of the Ph.D. program: Take at least 4 courses, 2 or more of which are graduate courses offered by the Department of Mathematics. Pass the six-hour written Preliminary Examination covering calculus ...
Edit existing listing. Find Graduate Programs (FGP) in the Mathematical Sciences offers comparative information on over 500 graduate programs in the mathematical sciences in the US and Canada. This web service provides only an overview of the programs offered; departments should be contacted directly for more detailed information.
Master of Arts vs Master of Science in Mathematics. The Master of Science in Mathematics program requires a plan of study, professional development requirement, a thesis and examinations, and 30 units of approved graduate credit with differing parameters. See the Mathematics Graduate Handbook for more specific details. Admission Requirements.
Life is more than pick this and do that to get a higher paying the job. The point is that a masters and PhD might lead to similar paying jobs. But if you love math and want to continue your work in it, getting a PhD is a solid option. If you're just doing grad school to make more money, then maybe leave with a masters.
Graduate. The goal of our PhD program is to train graduate students to become research mathematicians. Each year, an average of five students complete their theses and go on to exciting careers in mathematics both inside and outside of academia. Faculty research interests in the Johns Hopkins University Department of Mathematics are ...
The pure math PhD admissions application is open. The application submission deadline is December 15, 2024. For information on admissions and financial support, please visit the Harvard Kenneth C. Griffin Graduate School of Arts and Sciences.. Harvard Griffin GSAS is committed to ensuring that our application fee does not create a financial obstacle. . Applicants can determine eligibility for ...
Students who have been admitted to the PAL program, and who complete the requirements for the Ph.D. in Mathematical Sciences with a thesis in the area of logic, can choose to receive either a Ph.D. in Pure and Applied Logic or a Ph.D. in Mathematical Sciences. The choice of which degree to receive is usually based on the intended career path.
The Ph.D. program also offers students the opportunity to pursue their study and research with Mathematics faculty based at NYU Shanghai. With this opportunity, students generally complete their coursework in New York City before moving full-time to Shanghai for their dissertation research. For more information, please visit the NYU Shanghai Ph ...
Our graduate program is unique from the other top mathematics institutions in the U.S. in that it emphasizes, from the start, independent research. Each year, we have extremely motivated and talented students among our new Ph.D. candidates who, we are proud to say, will become the next generation of leading researchers in their fields. While we ...
Program Overview. The Department of Mathematics offers programs leading to the degrees of Bachelor of Science (BS), Master of Science (MS), and Doctor of Philosophy (PhD) in Mathematics, and also participates in the program leading to the MS and PhD degree programs offered through the Institute for Computational & Mathematical Engineering.
Applied and Computational Math Program Overview. Johns Hopkins Engineering for Professionals online applied and computational mathematics master's is one of the premier graduate degree options in our top-ranked online engineering master's program and a leading computational mathematics master's program in the industry. The advanced-level curriculum teaches students the key steps to ...
Ph.D. Program. The degree of Doctor of Philosophy in Applied Mathematics and Computational Science is conferred in recognition of marked ability and high attainment in advanced applied and computational mathematics, including the successful completion of a significant original research project. The program typically takes four to five years to ...
On this specialist Primary PGCE programme, students learn to teach all the primary curriculum subjects but there is an added emphasis on learning to teach mathematics by considering both mathematics as a subject in its own right, but also its links to other subject areas. UCL works in partnership with around 200 primary schools, enabling students to fully prepare to be a