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Texas A&M University
Mathematics

All Courses

• - denotes active course for Spring 2022

Course Title
102 Algebra
131 Mathematical Concepts—Calculus
140  • Mathematics for Business and Social Sciences
141 Finite Mathematics
142  • Business Calculus
147  • Calculus I for Biological Sciences
148  • Calculus II for Biological Sciences
150  • Functions, Trigonometry and Linear Systems
151  • Engineering Mathematics I
152  • Engineering Mathematics II
166 Topics in Contemporary Mathematics II
167  • Explorations in Mathematics
168  • Finite Mathematics
170  • Freshman Mathematics Laboratory
171  • Calculus I
172  • Calculus II
200  • Horizons of Mathematics
220 Foundations of Mathematics
221  • Several Variable Calculus
225 Advanced Spreadsheet Techniques
251  • Engineering Mathematics III
253 Engineering Mathematics III
285  • Directed Studies
289 Special Topics in...
300  • Foundations of Mathematics
302  • Discrete Mathematics
304  • Linear Algebra
307
308  • Differential Equations
309  • Linear Algebra for Differential Equations
311  • Topics in Applied Mathematics I
323  • Linear Algebra
325  • The Mathematics of Interest
365  • Structure of Mathematics I
366  • Structure of Mathematics II
367  • Basic Concepts of Geometry
368 Introduction to Abstract Mathematical Structures
375 Intermediate Real Analysis
376  • Intermediate Abstract Algebra
396 Communications in Mathematics
401  • Advanced Engineering Mathematics
403  • Mathematics and Technology
407  • Complex Variables
409  • Advanced Calculus I
410  • Advanced Calculus II
411  • Mathematical Probability
412 Theory of Partial Differential Equations
414  • Fourier Series and Wavelets
415  • Modern Algebra I
416  • Modern Algebra II
417  • Numerical Methods
419  • Applications of Actuarial Science
420 Application of Actuarial Science II
423  • Linear Algebra II
425  • The Mathematics of Contingent Claims
427 Introduction to Number Theory
431 Structures and Methods of Combinatorics
433  • Applied Algebra
436  • Introduction to Topology
437 Principles of Numerical Analysis
439 Differential Geometry of Curves and Surfaces
442  • Mathematical Modeling
446 Principles of Analysis I
447  • Principles of Analysis II
460 Tensors and General Relativity
467  • Modern Geometry
469  • Introduction to Mathematical Biology
470  • Communications and Cryptography
471  • Communications and Cryptography II
472 Elliptic Curve Cryptography
478 Topological Data Analysis
482  • Research Seminar
485  • Directed Studies
489 Special Topics in...
490 The Putnam Challenge
491  • Research
MATH
Course Title
601  • Methods of Applied Mathematics I
602  • Methods and Applications of Partial Differential Equations
603 Methods of Applied Mathematics II
604 Mathematical Foundations of Continuum Mechanics
605 Mathematical Fluid Dynamics
606 Theory of Probability I
607 Real Variables I
608  • Real Variables II
609  • Numerical Analysis
610  • Numerical Methods in Partial Differential Equations
611 Introduction to Ordinary and Partial Differential Equations
612  • Partial Differential Equations
613 Graph Theory
614  • Dynamical Systems and Chaos
615 Introduction to Classical Analysis
617 Theory of Functions of a Complex Variable I
618  • Theory of Functions of a Complex Variable II
619  • Applied Probability
620 Algebraic Geometry I
622  • Differential Geometry I
623 Differential Geometry II
625 Applied Stochastic Differential Equations
626  • Analytic Number Theory
627 Algebraic Number Theory
628 Mathematics of Finance
629  • History of Mathematics
630 Combinatorics
6315
636 Topology I
637 Topology II
638  • Hyperbolic Conservation Laws
639 Iterative Techniques
640  • Linear Algebra for Applications
641 Analysis for Applications I
642  • Analysis for Applications II
643 Algebraic Topology I
644 Algebraic Topology II
645  • A Survey of Mathematical Problems I
646 A Survey of Mathematical Problems II
647  • Mathematical Modeling
648 Computational Algebraic Geometry
650 Several Complex Variables
651 Optimization I
652  • Optimization II
653 Algebra I
654  • Algebra II
655 Functional Analysis I
656  • Functional Analysis II
658 Applied Harmonic Analysis
660 Computational Linear Algebra
661 Mathematical Theory of Finite Element Methods
662 Seminar in Algebra
663 Seminar in Analysis
664  • Seminar in Applied Mathematics
666 Seminar in Geometry
667 Foundations and Methods of Approximation
669  • Seminar in Mathematical Biology
670 Applied Mathematics I
672 Hydrodynamic Stability
673 Information, Secrecy and Authentication I
676 Finite Element Methods in Scientific Computing
677 Mathematical Foundations for Data Science
679  • Mathematical Algorithms and their Implementations
684  • Professional Internship
685  • Directed Studies
689  • Special Topics in...
691  • Research
695 Frontiers in Mathematical Research
696 Mathematical Communication and Technology