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MT 311 ,312: Introductory Real Analysis I,II
3.00 Credits
Wake Forest University
Limits and continuity in metric spaces, sequences and series, differentiation and Riemann-Stieltjes integration, uniform convergence, power series and Fourier series, differentiation of vector functions, implicit and inverse function theorems. Credit not allowed for both 211 and 311. (D)
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MT 311 ,312 - Introductory Real Analysis I,II
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MT 317: Complex Analysis I
3.00 Credits
Wake Forest University
Analytic functions, Cauchy's theorem and its consequences, power series, and residue calculus. Credit not allowed for both 303 and 317. P-MTH 113. (D)
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MT 317 - Complex Analysis I
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MT 321: Modern Algebra I
3.00 Credits
Wake Forest University
Introduction to modern abstract algebra through the study of groups, rings, integral domains, and fields. P-MTH 121. (D)
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MT 321 - Modern Algebra I
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MT 322: Modern Algebra II
3.00 Credits
Wake Forest University
Continuation of modern abstract algebra through the study of additional properties of groups, rings, and fields. P-MTH 321. (D)
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MT 322 - Modern Algebra II
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MT 324: Linear Algebra II
3.00 Credits
Wake Forest University
Thorough treatment of vector spaces and linear transformations over an arbitrary field, canonical forms, inner product spaces, and linear groups. P-MTH 121 and 321. (D)
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MT 324 - Linear Algebra II
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MT 326: Numerical Linear Algebra
3.00 Credits
Wake Forest University
Numerical methods for solving matrix and related problems in science and engineering. Topics include systems of linear equations, least squares methods, and eigenvalue computations. Beginning knowledge of a high-level programming language is required. Credit not allowed for both 326 and CSC 352. P-MTH 112 and MTH 121 or 205. (D)
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MT 326 - Numerical Linear Algebra
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MT 331: Geometry
3.00 Credits
Wake Forest University
Introduction to axiomatic geometry including a comparison of Euclidean and non-Euclidean geometries. (D)
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MT 331 - Geometry
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MT 334: Differential Geometry
3.00 Credits
Wake Forest University
Introduction to the theory of curves and surfaces in two and three dimensional space, including such topics as curvature, geodesics, and minimal surfaces. P-MTH 113. (D)
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MT 334 - Differential Geometry
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MT 345 ,346: Elementary Theory of Numbers I,II
3.00 Credits
Wake Forest University
Properties of integers, including congruences, primitive roots, quadratic residues, perfect numbers, Pythagorean triples, sums of squares, continued fractions, Fermat's Last Theorem, and the Prime Number Theorem. (D)
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MT 345 ,346 - Elementary Theory of Numbers I,II
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MT 347: Graph Theory
3.00 Credits
Wake Forest University
Paths, circuits, trees, planar graphs, spanning trees, graph coloring, perfect graphs, Ramsey theory, directed graphs, enumeration of graphs, and graph theoretic algorithms. (D)
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MT 347 - Graph Theory
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