Explore the mathematical concept of pairwise coprime integers in short sequences with polynomial growth in this 29-minute lecture by Jean-Marc Deshouillers from the Institut de Mathématiques de Bordeaux. Delve into the intricacies of number theory and sequence analysis as part of the Fields Institute's SCHOLARII program. Gain insights into the properties and behavior of these unique integer sequences, their polynomial growth patterns, and their significance in mathematical research.
Pairwise Coprime Integers in Short Sequences with Polynomial Growth
Overview
Syllabus
Pairwise coprime integers in short sequences with polynomial growth
Taught by
Fields Institute
Related Courses
-
Building On-Sequences: From Constant to Polynumber - Math Foundations 100
-
Mean Ergodic Theorems Along Sequences of Polynomial Growth
-
Expanding the Ordered Group of Integers by Beatty Sequences
-
Mean Ergodic Theorems Along Sequences of Polynomial Growth
-
Equidistribution of Polynomial Sequences in Function Fields
-
What Is a Sequence? - Real Numbers and Limits in Mathematics
