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SUMMARY:Daniel Fiłonik
DTSTART:20250117T163000Z
DTEND:20250117T173000Z
DTSTAMP:20260422T171849Z
UID:CompMath/10
DESCRIPTION:Title: <a href="https://researchseminars.org/talk/CompMath/10/
 ">Hypercomplex numbers: How I stopped worrying and learned to love multili
 near algebra (Part 2/2)</a>\nby Daniel Fiłonik as part of Relatorium semi
 nar\n\n\nAbstract\nThis seminar will serve up a smorgasbord of ideas revol
 ving around the notion of hypercomplex numbers. Traditionally\, the term h
 ypercomplex number refers to an element of a finite-dimensional unital alg
 ebra over the field of real numbers. The hypercomplex numbers are stepping
  stones to learning about Lie groups and group representation theory.\n\nM
 y aim is to reframe some of the key underlying ideas in more modern mathem
 atical language by using multilinear algebra and string diagrams as graphi
 cal notation\, while simultaneously keeping intact the original intuition 
 of generalizing complex numbers. Ultimately\, I hope to motivate further e
 xploration by showing several practical applications of hypercomplex numbe
 rs in computer graphics and data visualization.\n\n-----\n\nThe talk will 
 be moderated by Ted Theodosopoulous. Ted is a mathematician who\, after wo
 rking for years in academia and industry\, transitioned to teaching at the
  pre-college level fifteen years ago\, the last seven at Nueva\, where he 
 teaches math and economics.  Ted’s research background is in the area of
  interacting stochastic systems\, with particular applications in biology 
 and economics.\n
LOCATION:https://researchseminars.org/talk/CompMath/10/
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