MATHEMATICAL TRIPS
Showing posts with label linear algebra. Show all posts
Showing posts with label linear algebra. Show all posts

Wednesday, March 19, 2025

Diagonalization chalkboards (lecture March 19)


 


 

Posted by Mihai Caragiu
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Labels: differential equations, linear algebra, mathematics education

Thursday, February 22, 2024

Iwasawa decomposition in a nutshell

Posted by Mihai Caragiu
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Labels: Iwasawa decomposition, linear algebra, matrices

Saturday, May 21, 2022

MATH 2651 - two applications of diagonal forms (functional calculus)

Spring 2022 - 8 am class!


 



 

Posted by Mihai Caragiu
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Labels: diagonalization, differential equations, linear algebra, mathematics education, matrices
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'Although the prime numbers are rigidly determined, they somehow feel like experimental data' ~ Timothy Gowers. Mathematics: A Very Short Introduction (Oxford Univ. Press, 2002)

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