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MARKETING 150: Salesmanship and Sales Management
3.00 Credits
George Washington University
Staff Development of personal selling and presentation skills; examination of types of selling situations. Organization of sales department, sales planning and forecasting, quotas, territories, performance standards, and analysis and control of distribution costs. (Fall and spring)
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MARKETING 152: Retailing Management
3.00 Credits
George Washington University
Staff A study of retailing management and strategy covering the current environment of retailing, retail market and financial analysis, store location and design, inventory management, and non-store and service retailing. Industry executive and student presentations and case analyses. (Fall)
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MARKETING 152 - Retailing Management
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MARKETING 159: Marketing:Strategic Planning
3.00 Credits
George Washington University
Dyer, Liebrenz-Himes, Rau The capstone course for marketing majors. Analytical integration of material covered in previous marketing courses. Marketing strategy literature, financial dimensions of marketing decisions, and comprehensive cases. Prerequisite: Mktg 142, 143, 148 or 150, and one additional marketing major field course. (Fall and spring)
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MARKETING 159 - Marketing:Strategic Planning
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MARKETING 190: Special Topics
3.00 Credits
George Washington University
Staff Experimental offering: new course topics and teaching methods.
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MARKETING 190 - Special Topics
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MARKETING 199: Independent Study
3.00 Credits
George Washington University
Assigned topics.? Admission by prior permission of advisor.? May be repeated once for credit.? (Fall and spring)
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MARKETING 199 - Independent Study
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MATHEMATICS 101: Introduction to Mathematical Logic
3.00 Credits
George Washington University
Moses Symbolic logic as a precise formalization of deductive thought. Logical correctness of reasoning. Formal languages, interpretations, and truth. Propositional logic and first-order quantifier logic suited to deductions encountered in mathematics. Goedel's completeness theorem; compactness. Prerequisite: Math 71 or permission of instructor.
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MATHEMATICS 101 - Introduction to Mathematical Logic
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MATHEMATICS 102: Axiomatic Set Theory
3.00 Credits
George Washington University
Harizanov Cantor's theory of sets. Russell's paradox. Axiomatization of set theory as a framework for a contradiction-free mathematics. The Zermelo-Fraenkel axioms and the axiom of choice. Finite, countable, and uncountable sets; ordinal and cardinal arithmetic. The continuum hypothesis. Prerequisite: Math 71 or permission of instructor
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MATHEMATICS 102 - Axiomatic Set Theory
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MATHEMATICS 103: Computability Theory
3.00 Credits
George Washington University
Harizanov The unlimited register machine as a model of an idealized computer. Computable and partial computable functions; Church-Turing thesis. Kleene's recursion theorem. Algorithmic enumerability. Unsolvability of the halting problem and other theoretical limitations on what computers can do. Discussion of Goedel's incompleteness theorem. Prerequisite: Math 71 or permission of instructor
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MATHEMATICS 103 - Computability Theory
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MATHEMATICS 104: Computational Complexity
3.00 Credits
George Washington University
Harizanov Automata and languages. Deterministic and nondeterministic Turing machines. Space and time complexity measures and classes. The P versus NP problem. The traveling salesman problem and other NP-complete problems. Intractability. Circuit complexity. Introduction to probabilistic and quantum algorithms. Prerequisite: Math 71 or permission of instructor.
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MATHEMATICS 104 - Computational Complexity
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MATHEMATICS 106: Introduction to Topology
3.00 Credits
George Washington University
Przytycki, Rong Metric spaces: completeness, compactness, continuity. Topological spaces: continuity, bases, subbases, separation axioms, compactness, local compactness, connectedness, product and quotient spaces. Prerequisite: Math 71 or permission of instructor.
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MATHEMATICS 106 - Introduction to Topology
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