Emory University Mathematics PhD Program Guide 2026
Table of Contents
- Overview of the Emory Mathematics PhD Program
- Dual-Track Structure: Pure and Computational Mathematics
- Emory Mathematics PhD Coursework and Degree Requirements
- Emory PhD Qualifying Exams and Assessment Framework
- Teaching Training in the Emory Math PhD Program
- Ethics Training and Professional Development
- Emory Mathematics Dissertation and Candidacy Requirements
- Master’s Degree Options Within the PhD
- Emory PhD Timeline, Milestones, and Academic Policies
- Faculty Research Areas and Student Resources
📌 Key Takeaways
- Dual-track design: Students choose between Pure Mathematics and Computational Mathematics, each with tailored coursework and qualifying exams
- Comprehensive teaching training: A sequenced five-phase pedagogy pathway develops instructors from observation through full instructor-of-record responsibilities
- Three qualifying exams: Two core subject exams attempted by the end of year one, plus a research area exam tailored by the thesis advisor
- Built-in Master’s degrees: PhD students can earn an MS in Mathematics or Computer Science by candidacy without additional application
- Structured milestones: Clear year-by-year timeline with candidacy required by September 15 of the fourth year
Overview of the Emory Mathematics PhD Program
The Emory University Department of Mathematics offers a doctoral program that distinguishes itself through a carefully structured dual-track approach, integrating rigorous mathematical research with exceptional pedagogical training. Located in Atlanta, Georgia, Emory is a top-tier private research university with a long tradition of excellence in the mathematical sciences. The Mathematics PhD program operates under the governance of the Laney Graduate School (LGS), which provides overarching university policies including honor code standards, professional development support, and degree completion procedures.
For prospective doctoral students, the Emory Mathematics PhD program represents a compelling combination of academic flexibility and structured mentorship. Students complete their foundational coursework and examination requirements during the first two years, transitioning to focused thesis research by the second or third year under the direct guidance of a faculty advisor. The program’s design ensures that graduates emerge not only as skilled researchers but also as competent educators—a critical differentiator in today’s competitive academic job market. Understanding how universities like Emory structure their graduate programs can provide valuable insights for institutions seeking to enhance their own program documentation, similar to how the University of Warwick approaches its computer science curriculum.
Dual-Track Structure: Pure and Computational Mathematics
One of the most distinctive features of the Emory Mathematics PhD program is its formal separation into two academic tracks: Pure Mathematics and Computational Mathematics. This structural decision allows students to specialize from the outset while maintaining a shared foundation in mathematical analysis. The choice of track is typically dictated by the research field of the student’s thesis advisor, ensuring alignment between coursework and research objectives.
The Pure Mathematics track encompasses three faculty research groups: Algebra and Number Theory, Analysis and Partial Differential Equations, and Discrete Mathematics. Students on this track complete core sequences in analysis (Math 511–512) and algebra (Math 521–522), providing the theoretical foundation for advanced research in any of these subfields. The breadth of the pure track ensures that students develop versatility while maintaining depth in their chosen specialization.
The Computational Mathematics track takes a different approach, blending traditional analysis with numerical methods and computational techniques. Core requirements include analysis (Math 511–512) alongside numerical analysis (Math 515–516), supplemented by electives from an interdisciplinary menu that includes courses in iterative methods, functional analysis, matrix analysis, and computer science offerings. This track reflects the growing importance of computational approaches in modern mathematics and prepares students for careers in both academia and industry. The dual-track model at Emory mirrors the kind of program differentiation we’ve documented in other leading institutions, such as the National University of Singapore’s data science program.
Emory Mathematics PhD Coursework and Degree Requirements
The Emory Mathematics PhD program requires a minimum of 54 credit hours at the 500 level or above, structured around core sequences, elective coursework, and advanced research seminars. The specific requirements differ by track, but both paths emphasize depth, breadth, and progressive specialization.
Pure Mathematics Track Requirements
Students on the pure track complete two foundational year-long sequences: Math 511–512 (Analysis) and Math 521–522 (Algebra). Beyond these core courses, students take four additional courses spanning at least three different mathematical areas, with the distribution subject to approval by the Director of Graduate Studies (DGS). This breadth requirement ensures that pure mathematics students develop familiarity with multiple branches of the discipline, strengthening their ability to draw connections across research areas. Finally, at least two advanced courses or seminars in the student’s specific research area are required, selected in consultation with the thesis advisor.
Computational Mathematics Track Requirements
The computational track shares the Analysis sequence (Math 511–512) but replaces Algebra with Numerical Analysis (Math 515–516). Students then select two additional courses from a curated list that includes Math 517 (Iterative Methods), Math 550 (Functional Analysis), Math 561 (Matrix Analysis), and several computer science offerings (CS 523, 526, 534, 551, 555, or 557). An additional sequence requirement draws from pairings in PDEs, numerical PDEs and optimization, or computer science—providing structured depth beyond the core. As with the pure track, two advanced courses or seminars in the student’s research area complete the coursework requirements.
Both tracks maintain a minimum cumulative GPA of 2.70 as a candidacy requirement, and students must resolve any incomplete or in-progress grades before advancing to candidacy. The Laney Graduate School’s academic policies provide additional context on grading standards and academic standing expectations that apply across all doctoral programs at Emory.
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Emory PhD Qualifying Exams and Assessment Framework
The qualifying examination system at Emory is designed to validate both foundational competence and research readiness. Students must pass three qualifying exams: two core subject exams and one research area exam. The structure and timeline of these examinations reflect the program’s commitment to early identification of student strengths and research potential.
Core Subject Exams
The two core qualifying exams correspond to the first-year course sequences. For pure mathematics students, these cover analysis and algebra; for computational mathematics students, analysis and numerical analysis. These exams must be attempted by the summer following the first academic year, creating an early checkpoint that ensures students have mastered the foundational material before advancing to more specialized coursework.
An important feature of Emory’s qualifying exam system is its flexibility in format. Coursework exams can be either oral or written, at the discretion of the course instructor. Oral exams require supervision by a committee of at least two faculty members, providing a rigorous but adaptable assessment framework. This flexibility allows instructors to evaluate student understanding in the format most appropriate to the material being tested.
Research Area Exam
The third qualifying exam focuses on the student’s chosen research area and is typically taken in the second or third year. Unlike the standardized core exams, the research area exam’s format and content are proposed by the thesis advisor and subject to DGS approval. This individualized approach ensures that the exam directly relates to the student’s intended dissertation research, serving as a bridge between coursework and independent investigation.
Retake Policy and Appeals
Students who fail a qualifying exam have one opportunity to repeat it within one year of the first attempt. Failure on the second attempt is normally grounds for dismissal from the PhD program; however, an automatic appeal process engages the Graduate Committee to review the case. The committee may determine alternative outcomes, including allowing the student to complete an MS degree instead. This structured safety net reflects Emory’s commitment to fair assessment while maintaining high academic standards. Similar structured assessment frameworks can be found across top programs, as documented in our analysis of ESSEC’s global BBA program guide.
Teaching Training in the Emory Math PhD Program
Perhaps the most distinctive aspect of the Emory Mathematics PhD program is its comprehensive, sequenced teaching training pathway. The department’s teaching requirements exceed the Laney Graduate School minimums, reflecting a deep institutional commitment to producing graduates who are not just accomplished researchers but effective educators. The pathway progresses through five carefully designed phases.
Phase 1: TATTO 600 Summer Workshop
Before any teaching at Emory, all incoming students complete TATTO 600, a two-day intensive course held in August before the start of the first academic year. This workshop introduces the fundamentals of university teaching and sets expectations for the pedagogical journey ahead.
Phase 2: Math 590 Pedagogy Seminar
During the first year, students take two semesters of Math 590, a one-credit weekly seminar on teaching and professional ethics. This seminar serves as the intellectual foundation for the teaching pathway and includes five integrated components: instruction in teaching methods covering classroom management, fair grading practices, and lecturing techniques; lecture observations of faculty and experienced graduate students three to four times per semester; student mini-lectures of ten to fifteen minutes with constructive feedback from peers and faculty; participation in grading and weekly help sessions for undergraduate classes; and mathematics-specific instruction on ethics in teaching, publication, mentoring, and public scholarship.
Phase 3: ESL Training
Non-native English speakers undergo screening by the English as a Second Language Program at the beginning of their first year. Students who require additional language training complete ESLP courses alongside Math 590, ensuring that all graduate instructors meet communication standards before entering the classroom.
Phase 4: Teaching Assistantship (TATTO 605)
After completing Math 590, students spend two semesters as Teaching Assistants, covering lab and problem sections, staffing calculus review sessions, and grading. The expected time commitment is 10–12 hours per week. Students who demonstrate exceptional ability during Math 590 may petition to replace one or both TA semesters with additional instructor-of-record semesters.
Phase 5: Instructor of Record (TATTO 610)
The final phase requires two semesters as instructor of record for elementary courses such as Math 111 or 112. Graduate instructors bear full responsibility for lectures, assignments, exams, grading, and office hours. Three layers of institutional support accompany this responsibility: a section leader who coordinates pacing and content across sections through weekly meetings; a teaching mentor who observes classes twice per term and provides detailed feedback; and structured student evaluations at midterm and end of semester. This multi-layered mentorship system ensures that new instructors receive continuous guidance while developing independence in the classroom.
Ethics Training and Professional Development
The Emory Mathematics PhD program integrates ethics training throughout the graduate experience via the Jones Program in Ethics (JPE). This multi-component approach ensures that doctoral students develop ethical awareness alongside their technical expertise.
The ethics curriculum comprises three elements: JPE 600, a one-day Scholarly Integrity Workshop typically held one week before the fall semester of the student’s first year; JPE 610, a series of at least four ethics seminars offered on various topics throughout the academic year, which students are advised to complete at least one semester before graduation; and discipline-specific ethics training embedded within Math 590, covering the ethics of teaching, publication, mentoring, and public scholarship in mathematics.
This integrated approach—combining university-level ethics requirements with discipline-specific instruction—reflects a growing recognition in graduate education that ethical competence is as important as technical skill. For mathematics doctoral students who will go on to teach, publish, mentor junior scholars, and engage with the public, a strong ethical foundation is essential for long-term career success.
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Emory Mathematics Dissertation and Candidacy Requirements
Achieving PhD candidacy at Emory requires satisfying a comprehensive set of prerequisites: completion of all coursework requirements including Math 590; completion of TATTO 600, TATTO 605, and JPE 600; passing all three qualifying examinations; resolution of any incomplete grades; maintaining a minimum 2.70 cumulative GPA; and earning at least 54 credit hours at the 500 level or above. Students must achieve candidacy by September 15 of their fourth year, a firm deadline mandated by the Laney Graduate School.
The dissertation committee must include the student’s advisor and at least two other Emory graduate faculty members, with the option to add external experts from other departments or universities. Before the final defense, each student must present a proposal defense—a preliminary oral presentation to the dissertation committee regarding the progress of their thesis research—completed at least one semester before the dissertation defense itself.
The final dissertation defense at Emory is open to all members of the university community and must be advertised in advance. The committee evaluates both the written dissertation and the oral defense, providing final approval for degree completion. This public defense format emphasizes transparency and academic rigor while giving students experience in presenting their research to a broad audience.
Master’s Degree Options Within the PhD
A notable feature of the Emory Mathematics PhD program is the opportunity to earn a Master’s degree as part of doctoral progress, without requiring a separate application or additional tuition. Two pathways are available.
The MS in Mathematics by Candidacy is awarded to students who satisfy all coursework and qualifying exam requirements for their track and are admitted to PhD candidacy. This pathway provides a formal credential that recognizes the substantial coursework and examination achievements of the first years of doctoral study.
The MS in Computer Science by Candidacy offers a cross-disciplinary option for students—particularly those on the computational track—who complete the Mathematics candidacy requirements plus the CS-specific coursework and thesis or project requirements outlined in the Computer Science Handbook. An important caveat is that students cannot receive both the MS in Mathematics and the MS in Computer Science by candidacy simultaneously; they must choose one path. The availability of this cross-disciplinary option reflects the increasingly interdisciplinary nature of modern mathematical research and provides computational mathematics students with formal recognition of their CS expertise.
Emory PhD Timeline, Milestones, and Academic Policies
The Emory Mathematics PhD program operates on a structured milestone system that provides clear expectations while maintaining flexibility for individual research trajectories. Understanding this timeline is essential for prospective students planning their doctoral journey.
Year-by-Year Milestones
In the first year, students complete their core course sequences (either pure or computational track), participate in TATTO 600 and Math 590, complete JPE 600, and make their first attempt at the core qualifying exams by the start of the second year. The second year focuses on passing both core preliminary exams before the beginning of the third year, completing most additional coursework, and beginning to establish relationships with potential thesis advisors.
By the third year, students select a research advisor, complete the research area exam, finalize all course requirements, and become eligible for candidacy. The fourth year brings the firm September 15 candidacy deadline and the March 15 deadline for submitting the dissertation committee form to the Laney Graduate School. Subsequent years focus on the proposal defense, completion of remaining requirements (TATTO 610, JPE 610), and the dissertation defense.
Academic Probation and Dismissal Policies
Failure to meet milestones triggers academic probation in the following semester. If the issue is resolved during probation, it is lifted; if unresolved, the DGS and Graduate Committee review the case. Specific grounds for dismissal include failure to pass a qualifying exam after two attempts (following the automatic appeal), two consecutive semesters under academic probation, and failure to resolve candidacy-related probation by the start of the second semester of the fourth year. These policies, while rigorous, include built-in safeguards such as the automatic appeal process and the option to transition to an MS degree.
Every student must also complete an annual online survey and activity report by June 1 each year before graduation. Failure to submit this report results in a grade of U in the research course for the summer term—a straightforward accountability mechanism that ensures students and advisors maintain regular communication about progress.
Faculty Research Areas and Student Resources
The Emory Mathematics faculty conducts research across four major groups that define the intellectual landscape of the program. The Algebra and Number Theory group explores fundamental structures in abstract algebra, algebraic number theory, and related areas. The Analysis and Partial Differential Equations group investigates classical and modern problems in mathematical analysis with applications to physical and biological systems. The Discrete Mathematics group focuses on combinatorics, graph theory, and related fields with connections to theoretical computer science. The Computational Mathematics group bridges theoretical mathematics with numerical methods, scientific computing, and data-driven approaches.
Student resources extend beyond the department through the Laney Graduate School’s professional development programs, which offer workshops, career counseling, and networking opportunities. The structured grievance resolution process—progressing from DGS review through faculty committee evaluation to the Senior Associate Dean’s office—ensures that students have clear pathways for addressing concerns throughout their doctoral journey.
For students pursuing academic careers, the program strongly recommends teaching experience beyond the required four semesters. Advanced students may request opportunities to teach courses above the 100 level, with compensation in the form of a stipend supplement. These additional teaching opportunities are reserved for the most committed and effective instructors, providing a meaningful incentive for excellence in pedagogy alongside research. The depth of graduate program structure at Emory exemplifies the kind of detailed institutional documentation that helps prospective students make informed decisions, much like Waseda University’s political science program documentation serves its international applicant pool.
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Frequently Asked Questions
What are the two academic tracks in the Emory Mathematics PhD program?
Emory offers a Pure Mathematics track covering algebra, number theory, analysis, PDEs, and discrete mathematics, and a Computational Mathematics track focused on numerical analysis, iterative methods, and computational science. The choice of track is typically determined by the research field of the student’s thesis advisor.
How many qualifying exams are required for the Emory Math PhD?
Students must pass three qualifying exams: two core subject exams based on first-year coursework (analysis and algebra for pure track, or analysis and numerical analysis for computational track) and one research area exam proposed by the thesis advisor and approved by the Director of Graduate Studies.
What are the teaching requirements for Emory Mathematics PhD students?
Students complete a sequenced teaching pathway including TATTO 600 summer workshop, two semesters of Math 590 pedagogy seminar, two semesters as a Teaching Assistant (TATTO 605), and two semesters as instructor of record (TATTO 610). A minimum of four semesters of TATTO 605 and 610 combined is required, with at least two as instructor of record.
Can Emory Mathematics PhD students earn a Master’s degree along the way?
Yes, PhD students can earn an MS in Mathematics by candidacy after satisfying all coursework and qualifying exam requirements. Alternatively, students may earn an MS in Computer Science by candidacy by completing additional CS coursework and thesis requirements, though they cannot receive both the MS in Mathematics and MS in Computer Science simultaneously.
What is the timeline for completing the Emory Mathematics PhD?
Students typically complete core coursework and first attempt qualifying exams in year one, pass all core exams by the start of year three, select an advisor and complete the research area exam in year three, achieve candidacy by September 15 of year four, and then focus on dissertation research and defense in subsequent years.