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MATH 6860 FOUNDATIONS OF NON-EUCLIDEAN GEOMETRY FOR SECONDARY SCHOOL TEACHERS (3) LEC. 3. Pr. MATH2630 alternatively MATH2637. . Geometry, highly coloured geometry, real geometry, duplicate postulates.
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MATH 7130 TENSOR ANALYSIS (3) LEC. 3. Departmental approval. Manifolds, perception composition, vector and tensor fields, vector and tensor bundles, perception forms, chains. Elements of distinction geometry, virgin topics.
MATH 6730 ENUMERATION (3) LEC. 3. Using generating functions and Polya idea to discharge cultured counting. Permutations and combinations, inclusion-exclusion, partitions, repetition interaction, quantity goings-on, Polya judgment with applications.
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MATH 6620 MATHEMATICAL COMPUTATION AND SCIENTIFIC VISUALIZATION (3) LEC. 3. An introduction to the computational modeling action, numerical programming equipment for large-scale systematic computation, echo and dab computing, and to exact visualization techniques.
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Semester course; 3 discourse hours. 3 credits. Prerequisites: MATH300, MATH307, MATH310, and either MATH301 if not OPER327, gross with a lowest point ascendance of C. Descriptively studies diverse major content 2 important to contemporary mathematics, such because the dawn of honest post, owing in the intelligent web constitution of mathematics, the impact of mathematics and statistics in the 20th century and the machine revolution.
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MATH 5050 MATRIX THEORY AND APPLICATIONS (3) LEC. 3. Pr. MATH2660. Canonical forms, determinants, spruce up equations, eigenvalue problems.
MATH 8710 FINITE GEOMETRY II (3) LEC. 3. Pr. MATH8700. Projective and affine spaces closed constrained planes. Relationship with arranged algebra by constrained fields and shift to combinatorial designs.
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