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College:
—
Agriculture & Life Sciences
DASA
Design
Education
Engineering
Humanities & Social Sciences
Management
Natural Resources
Other
Sciences
Textiles
Veterinary Medicine
Year/Semester:
—
Spring (all sessions), 2024
Spring (16-week), 2024
Spring (8-week 1), 2024
Spring (8-week 2), 2024
Summer I (all sessions), 2024
Summer I (3-week), 2024
Summer I (5-week), 2024
Summer I (10-week), 2024
Summer II (5-week), 2024
Fall (all sessions), 2024
Fall (16-week), 2024
Fall (8-week 1), 2024
Fall (8-week 2), 2024
Subject:
—
BIO – Biological Sciences
BMA – Biomathematics
BSC – Biological Sciences
CH – Chemistry
COS – College of Sciences
FIM – Financial Mathematics
GGS – Genetic Genomic Sciences
GN – Genetics
GPH – Global Public Health
LSC – Life Sciences First Year
MA – Mathematics
MB – Microbiology
MEA – Marine, Earth and Atmospheric Sciences
PAMS – Physical and Mathematical Sciences
PMS – Physical and Mathematical Sciences
PSC – Public Science
PY – Physics
SIP – Solving Interdisciplinary Problems
ST – Statistics
TOX – Toxicology
ZO – Zoology
Number:
—
103 – Topics in Contemporary Mathematics
103A – Topics in Contemporary Mathematics
105 – Mathematics of Finance
107 – Precalculus I
108 – Precalculus II
111 – Precalculus Algebra and Trigonometry
114 – Introduction to Finite Mathematics with Applications
116 – Introduction to Scientific Programming (Math)
121 – Elements of Calculus
131 – Calculus for Life and Management Sciences A
132 – Computational Mathematics for Life and Management Sciences
141 – Calculus I
151 – Calculus for Elementary Education I
152 – Calculus for Elementary Education II
225 – Foundations of Advanced Mathematics
231 – Calculus for Life and Management Sciences B
241 – Calculus II
242 – Calculus III
303 – Linear Analysis
305 – Introductory Linear Algebra and Matrices
325 – Introduction to Applied Mathematics
326 – Mathematical Foundations of Data Science
331 – Differential Equations for the Life Sciences
335 – Symbolic Logic
341 – Applied Differential Equations I
351 – Introduction to Discrete Mathematical Models
401 – Applied Differential Equations II
402 – Mathematics of Scientific Computing
403 – Introduction to Modern Algebra
405 – Introduction to Linear Algebra
407 – Introduction to Modern Algebra for Mathematics Majors
408 – Foundations of Euclidean Geometry
410 – Theory of Numbers
412 – Long-Term Actuarial Models
413 – Short-Term Actuarial Models
414 – Foundations of Cryptography
416 – Introduction to Combinatorics
421 – Introduction to Probability
425 – Mathematical Analysis I
426 – Mathematical Analysis II
427 – Introduction to Numerical Analysis I
428 – Introduction to Numerical Analysis II
432 – Mathematical Models in Life and Social Sciences
437 – Applications of Algebra
444 – Problem Solving Strategies for Competitions
450 – Methods of Applied Mathematics I
451 – Methods of Applied Mathematics II
491 – Reading in Honors Mathematics
493 – Special Topics in Mathematics
494 – Major Paper in Math
499 – Independent Research in Mathematics
501 – Advanced Mathematics for Engineers and Scientists I
502 – Advanced Mathematics for Engineers and Scientists II
504 – Introduction to Mathematical Programming
505 – Linear Programming
509 – Survey of Abstract Algebra
510 – Selected Topics In Mathematics For Secondary Teachers
511 – Advanced Calculus I
513 – Introduction To Complex Variables
514 – Foundations of Cryptography
515 – Analysis I
518 – Geometry of Curves and Surfaces
520 – Linear Algebra
521 – Abstract Algebra I
522 – Computer Algebra
523 – Linear Transformations and Matrix Theory
524 – Combinatorics I
528 – Options and Derivatives Pricing
531 – Dynamic Systems and Multivariable Control I
532 – Ordinary Differential Equations I
534 – Introduction To Partial Differential Equations
540 – Uncertainty Quantification for Physical and Biological Models
542 – Convex Optimization Methods in Data Science
546 – Probability and Stochastic Processes I
547 – Stochastic Calculus for Finance
548 – Monte Carlo Methods for Financial Math
549 – Financial Risk Analysis
551 – Introduction to Topology
555 – Introduction to Manifold Theory
565 – Graph Theory
573 – Mathematical Modeling of Physical and Biological Processes I
574 – Mathematical Modeling of Physical and Biological Processes II
580 – Numerical Analysis I
584 – Numerical Solution of Partial Differential Equations--Finite Difference Methods
587 – Numerical Solution of Partial Differential Equations--Finite Element Method
591 – Special Topics
601 – Seminar
630 – Independent Study in Mathematics
635 – Readings in Mathematics
676 – Master's Project
685 – Master's Supervised Teaching
690 – Master's Examination
693 – Master's Supervised Research
695 – Master's Thesis Research
696 – Summer Thesis Research
699 – Master's Thesis Preparation
706 – Nonlinear Programming
715 – Analysis II
716 – Advanced Functional Analysis
720 – Lie Algebras
721 – Abstract Algebra II
723 – Theory of Matrices and Applications
724 – Combinatorics II
726 – Algebraic Geometry
731 – Dynamic Systems and Multivariable Control II
734 – Partial Differential Equations
747 – Probability and Stochastic Processes II
748 – Stochastic Differential Equations
753 – Algebraic Topology
766 – Network Flows
771 – Biomathematics I
774 – Partial Differential Equation Modeling in Biology
780 – Numerical Analysis II
788 – Numerical Nonlinear Partial Differential Equations
790 – Special Topics
792 – Special Topics In Algebra
793 – Special Topics In Differential Equations
796 – Special Topics In Combinatorial Analysis
797 – Special Topics In Applied Mathematics
830 – Independent Study in Mathematics
835 – Readings in Mathematics
885 – Doctoral Supervised Teaching
890 – Doctoral Preliminary Examination
893 – Doctoral Supervised Research
895 – Doctoral Dissertation Research
896 – Summer Dissertation Research
899 – Doctoral Dissertation Preparation
Delivery Method:
—
In Person
Internet/Hybrid
Internet
Search
Reset
Search Results – Sciences
One moment please…
Found 570 courses where college is
Sciences
and subject is
MA – Mathematics
in current and future semesters:
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MA 241 004B
Calculus II
Calculus II
Course:
MA 241 004B
Semester:
SPRG 2024
T. Larsen
TTh 11:45am–12:35pm
MA 241 005
Calculus II
Calculus II
Course:
MA 241 005
Semester:
SPRG 2024
A. Pritchard
MWF 12:50pm–1:40pm
MA 241 005A
Calculus II
Calculus II
Course:
MA 241 005A
Semester:
SPRG 2024
J. Gordon
TTh 11:45am–12:35pm
MA 241 005D
Calculus II
Calculus II
Course:
MA 241 005D
Semester:
SPRG 2024
J. Gordon
TTh 4:30pm–5:20pm
MA 241 006
Calculus II
Calculus II
Course:
MA 241 006
Semester:
SPRG 2024
A. Betz
MWF 1:55pm–2:45pm
MA 241 006B
Calculus II
Calculus II
Course:
MA 241 006B
Semester:
SPRG 2024
E. Harris
TTh 10:40am–11:30am
MA 241 006C
Calculus II
Calculus II
Course:
MA 241 006C
Semester:
SPRG 2024
E. Harris
TTh 4:30pm–5:20pm
MA 241 007
Calculus II
Calculus II
Course:
MA 241 007
Semester:
SPRG 2024
B. Liu
TTh 3pm–4:15pm
MA 241 007A
Calculus II
Calculus II
Course:
MA 241 007A
Semester:
SPRG 2024
M. Abid
MW 3pm–3:50pm
MA 241 007B
Calculus II
Calculus II
Course:
MA 241 007B
Semester:
SPRG 2024
M. Abid
MW 4:30pm–5:20pm
MA 241 008
Calculus II
Calculus II
Course:
MA 241 008
Semester:
SPRG 2024
D. Castedo Pena
MW 3pm–4:15pm
MA 241 008A
Calculus II
Calculus II
Course:
MA 241 008A
Semester:
SPRG 2024
N. Brock
TTh 3pm–3:50pm
MA 241 008B
Calculus II
Calculus II
Course:
MA 241 008B
Semester:
SPRG 2024
N. Brock
TTh 4:30pm–5:20pm
MA 241 009
Calculus II
Calculus II
Course:
MA 241 009
Semester:
SPRG 2024
P. Martin
MW 6pm–7:15pm
MA 241 009A
Calculus II
Calculus II
Course:
MA 241 009A
Semester:
SPRG 2024
A. Shapiro
TTh 4:30pm–5:20pm
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