Mathematics

Fall 2005

Part of Term 1
Aug 24-Dec 9
  • Mathematics
  • Chairperson of Department: Daniel Grayson
  • Department Office: 273 Altgeld Hall, 1409 West Green, Urbana
  • P: 333-3350
Subject Code Subject
002 Introductory Algebra
012 Algebra
016 Algebra and Trigonometry
103 Theory of Arithmetic
117 Elementary Mathematics
118 A Mathematical World
119 Ideas in Geometry
124 Finite Mathematics
125 Elementary Linear Algebra
161 Statistics
198 Freshman Seminar
199 Undergraduate Open Seminar
210 Theory of Interest
213 Basic Discrete Mathematics
220 Calculus I
225 Introductory Matrix Theory
230 Calculus II
234 Calculus for Business I
242 Calculus of Several Variables
243 Calculus III Plus
249 Honors Course in Mathematics
257 Numerical Methods
290 Symbolic Computation Lab
347 Fundamental Mathematics
348 Fundamental Mathematics-ACP
370 Actuarial Problem Solving
380 Advanced Calculus
385 Intro Differential Equations
390 Individual Study
402 Non Euclidean Geometry
403 Euclidean Geometry
406 History of Calculus
409 Actuarial Statistics II
412 Graph Theory
413 Intro to Combinatorics
415 Linear Algebra
417 Intro to Abstract Algebra
418 Intro to Abstract Algebra II
423 Differential Geometry
425 Honors Advanced Analysis
426 Honors Linear Algebra
441 Differential Equations
442 Intro Partial Diff Equations
444 Elementary Real Analysis
446 Applied Complex Variables
447 Real Variables
448 Complex Variables
450 Intro to Numerical Analysis
453 Elementary Theory of Numbers
458 Numerical Linear Algebra
461 Probability Theory I
463 Statistics and Probability I
464 Statistics and Probability II
469 Methods of Applied Statistics
471 Actuarial Theory I
473 Algorithms
475 Formal Models of Computation
476 Actuarial Risk Theory
494 Time Series Analysis
499 Introduction Graduate Research
500 Abstract Algebra I
501 Abstract Algebra II
502 Commutative Algebra
506 Group Representation Theory
510 Riemann Surf & Algebraic Curv
520 Differentiable Manifolds
522 Lie Groups and Lie Algebras I
525 Topology
531 Analytic Theory of Numbers I
540 Real Analysis I
542 Complex Variables I
546 Hilbert Spaces
550 Ordinary Diff Equations
553 Partial Differential Equations
556 Methods of Math Physics I
562 Theory of Probability II
564 Applied Stochastic Processes
568 Topics in Actuarial Theory II
570 Mathematical Logic
579 Coding Theory
580 Combinatorial Mathematics
584 Methods of Combinatorics
595 Advanced Topics in Math
597 Reading Course
598 Literature Seminar in Math
599 Thesis Research
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