¸£Àû±ÆÕ¾

¸£Àû±ÆÕ¾ Catalog 2025-2026

Financial Mathematics (MR)

Master of Financial Mathematics Degree Requirements

Core Courses26
Options and Derivatives Pricing
Fundamentals of Statistical Inference I
Capital Investment Economic Analysis
Career Development for Quants
Stochastic Calculus for Finance
Fundamentals of Statistical Inference II
Monte Carlo Methods for Financial Math
Seminar in Financial Mathematics 1
Computational Methods in Economics and Finance
Summer Internship/Project Course1
Select one summer semester requirement of the following:
Internship in Financial Mathematics
Project in Financial Mathematics
Elective Courses9
See "Elective Courses" listed below
Total Hours36
1

Students need to take FIM 601 (1 credit) in their second and third semesters for a total of 2 credits


Elective Courses

Select at least three courses listed below:9
Risk Management Track
FIM/MA 549Financial Risk Analysis3
±õ³§·¡Ìý519Database Applications in Industrial and Systems Engineering3
²Ñµþ´¡Ìý518Enterprise Risk Management3
²Ñµþ´¡Ìý521Advanced Corporate Finance3
Data Science for Finance Track
±õ³§·¡Ìý519Database Applications in Industrial and Systems Engineering3
³§°ÕÌý503Fundamentals of Linear Models and Regression3
³§°ÕÌý516Experimental Statistics For Engineers II3
³§°ÕÌý540Applied Bayesian Analysis3
³§°ÕÌý590Special Topics (Applied Time Series)1-6
³§°ÕÌý562Data Mining with SAS Enterprise Miner 3
³§°ÕÌý555Statistical Programming I3
Portfolio Management Track
OR/MA 504Introduction to Mathematical Programming3
OR/ISE 505Linear Programming3
°¿¸éÌý506Algorithmic Methods in Nonlinear Programming3
²Ñµþ´¡Ìý523Investment Theory and Practice3
²Ñµþ´¡Ìý524Equity Valuation3
²Ñ´¡Ìý531Dynamic Systems and Multivariable Control I3
±õ³§·¡Ìý519Database Applications in Industrial and Systems Engineering3
Actuarial Science Track
·¡°ä³ÒÌý701Microeconomics I3
·¡°ä³ÒÌý702Microeconomics II3
ECG/ST 750Introduction to Econometric Methods3
ECG/ST 751Econometric Methods3
ECG/ST 752Time Series Econometrics3
ECG/ST 753Microeconometrics3
MA/ST 747Probability and Stochastic Processes II3
²Ñµþ´¡Ìý518Enterprise Risk Management3
PhD Preparation Track
OR/ISE 505Linear Programming3
ECG/ST 751Econometric Methods3
ECG/ST 752Time Series Econometrics3
²Ñ´¡Ìý523Linear Transformations and Matrix Theory3
²Ñ´¡Ìý540Uncertainty Quantification for Physical and Biological Models3
MA/ST 546Probability and Stochastic Processes I3
³§°ÕÌý7303
³§°ÕÌý740Bayesian Inference and Analysis3
²Ñ´¡Ìý791Special Topics In Real Analysis (Functional Analysis)1-6
Other
°ä³§°äÌý505Design and Analysis Of Algorithms3
°ä³§°äÌý522Automated Learning and Data Analysis3
°ä³§°äÌý540Database Management Concepts and Systems3
°ä³§°äÌý541Advanced Data Structures3
CSC/MA 580Numerical Analysis I3
CSC/MA 583Introduction to Parallel Computing3
±õ³§·¡Ìý712Bayesian Decision Analysis For Engineers and Managers3
²Ñµþ´¡Ìý515Enterprise Resource Planning Systems3
²Ñµþ´¡Ìý526International Finance3
²Ñ´¡Ìý515Analysis I3
²Ñ´¡Ìý520Linear Algebra3
²Ñ´¡Ìý532Ordinary Differential Equations I3
²Ñ´¡Ìý534Introduction To Partial Differential Equations3
²Ñ´¡Ìý544Computer Experiments In Mathematical Probability3
²Ñ´¡Ìý555Introduction to Manifold Theory3
MA/BMA 573Mathematical Modeling of Physical and Biological Processes I3
MA/BMA 574Mathematical Modeling of Physical and Biological Processes II3
²Ñ´¡Ìý584Numerical Solution of Partial Differential Equations--Finite Difference Methods3
²Ñ´¡Ìý587Numerical Solution of Partial Differential Equations--Finite Element Method3
²Ñ´¡Ìý715Nonlinear Analysis3
²Ñ´¡Ìý723Theory of Matrices and Applications3
MA/ST 746Introduction To Stochastic Processes3
MA/ST 748Stochastic Differential Equations3
OR/ISE 501Introduction to Operations Research3
OR/MA 504Introduction to Mathematical Programming3
OR/E/MA 531Dynamic Systems and Multivariable Control I3
OR/MA 719Vector Space Methods in System Optimization3
OR/ISE 772Simulation Optimization3
OR/BMA/MA/ST 773Stochastic Modeling3
³§°ÕÌý505Applied Nonparametric Statistics3
³§°ÕÌý512Statistical Methods For Researchers II 3
³§°ÕÌý556Statistical Programming II3
³§°ÕÌý563Introduction to Statistical Learning3

Accelerated Bachelor's/Master's Degree Requirements

The Accelerated Bachelors/Master’s (ABM) degree program allows exceptional undergraduate students at NC State an opportunity to complete the requirements for both the Bachelor’s and Master’s degrees at an accelerated pace. These undergraduate students may double count up to 12 credits and obtain a non-thesis Master’s degree in the same field within 12 months of completing the Bachelor’s degree, or obtain a thesis-based Master’s degree in the same field within 18 months of completing the Bachelor’s degree.

This degree program also provides an opportunity for the Directors of Graduate Programs (DGPs) at NC State to recruit rising juniors in their major to their graduate programs. However, permission to pursue an ABM degree program does not guarantee admission to the Graduate School. Admission is contingent on meeting eligibility requirements at the time of entering the graduate program.

Full Professors

  • David Dickey
  • Paul Fackler
  • Sujit Ghosh
  • Kazufumi Ito
  • Negash Medhin
  • Tao Pang
  • Tom Vukina
  • Mark Walker
  • Richard Warr

Associate Professors

  • Min Kang
  • Andrew Papanicolaou
  • Denis Pelletier
  • Charlie Smith

Assistant Professors

  • Ilze Kalnina
  • Yerkin Kitapbayev
  • Dominykas Norgilas

Practice/Research/Teaching Professors

  • Wei Chen
  • Richard Ellson
  • Jeffrey High
  • Ram Valluru

Emeritus Faculty

  • Richard Bernhard
  • Peter Bloomfield
  • Jeffrey Scroggs
  • John Seater
  • Jim Wilson