E-mail: kconrad at math dot uconn dot edu. How to reach the UConn math department by car. A parody of a (once) popular song. Another song parody, about chemical elements. Read very carefully the course description of MAT 311 here. (This is not made up.) An interesting lesson in probability. The start of this page indicates the story is not made up.

These were written up for various reasons: course handouts, notes to accompany a talk for a (mathematically) general audience, or for some other purpose that I have since forgotten. If you find typographical or other errors in these files, or have comments, please let me know.

Phone: 860.486.3923: Address: 341 Mansfield Road U1009 Storrs, Connecticut 06269-1009 © University of Connecticut

Maclaurin's Inequality and the Generalized Bernoulli Inequality (with I. Ben-Ari), Mathematics Magazine 87 (2014), 14--24. The Congruent Number Problem, The Harvard College Mathematics Review 2 (2008), 58--74. Prime specialization higher genus I (with B. Conrad), Journal für die reine und angewandte Mathematik 624 (2008), 173--216.

2000年2月3日 · Semantic Scholar profile for Keith Conrad, with 79 highly influential citations and 181 scientific research papers.

2023年11月1日 · “Why not third powers or fourth powers? They imagined maybe there’s a cubic reciprocity law or quartic reciprocity law,” said Keith Conrad, a number theorist at the University of Connecticut. But they got stuck, Conrad said, “because there’s no easy pattern.”

Keith Conrad's 10 research works with 94 citations and 267 reads, including: Rotational symmetries in polynomial rings Keith Conrad's research while affiliated with University of...

Keith Conrad Chicago-based podcaster, producer & writer. Also a Cubs fan, space geek & a lonely beacon of restraint & self-sacrifice in a squall of car-crazies.

Embark on a journey through time and imagination with ‘Auditory Anthology,’ a weekly podcast bringing to life the most captivating science fiction stories.

2021年1月8日 · Authors: Keith Conrad, Ambar N. Sengupta Download PDF Abstract: We obtain results describing the behavior of the action of rotation generators on polynomials over a commutative ring.