Answer Happy

Accurate answers. Every time.
https://answerhappy.com/

Lemma 1 by the fact that Sp(2n) is a group this implies that if M, N are symplectic matrices, then MN and M-¹ are symple

https://answerhappy.com/viewtopic.php?t=126895

Page 1 of 1

Lemma 1 by the fact that Sp(2n) is a group this implies that if M, N are symplectic matrices, then MN and M-¹ are symple

Posted: Thu May 05, 2022 6:33 pm
by answerhappygod
Lemma 1 By The Fact That Sp 2n Is A Group This Implies That If M N Are Symplectic Matrices Then Mn And M Are Symple 1
Lemma 1 By The Fact That Sp 2n Is A Group This Implies That If M N Are Symplectic Matrices Then Mn And M Are Symple 1 (84.37 KiB) Viewed 42 times
Lemma 1 by the fact that Sp(2n) is a group this implies that if M, N are symplectic matrices, then MN and M-¹ are symplectic matrices. Also, show that MT is a symplectic matrix (hint take MTN₁M = No and multiply by (Mt)-¹ and M-¹ and invert)
All times are UTC-05:00
Page 1 of 1

Powered by phpBB® Forum Software © phpBB Limited