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Class number:
3076
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Title: Analytic Number Theory |
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Department: Mathematics |
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Career: Undergraduate |
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Component: Seminar |
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Session: Regular |
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Instructor's Permission Required: Yes |
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Grading Basis: Regular |
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Units: 1.00 |
| Enrollment limited to 19 |
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Current enrollment: 10 |
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Available seats: 9 |
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Start date: Monday, January 31, 2022 |
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End date: Monday, May 16, 2022 |
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Mode of Instruction: In Person |
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Schedule: WF: 1:15PM-2:30PM, MC - 305 |
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Instructor(s): Russo, Paula |
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Prerequisite(s): Prerequisite: C- or better in Mathematics 307, 331, or 341, senior status, or consent of instructor. |
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Distribution Requirement: Meets Numerical & Symbolic Reasoning Requirement |
Course Description:
A study of topics from the classical analytic theory of numbers. Analytic tools will be used to study topics such as arithmetic functions, the distribution of primes, congruences, the Riemann-zeta function, the prime number theorem, Eisenstein series, quadratic residues, Dirichlet series, Euler products, the Jacobi theta functions, integer partitions, and modular forms |