show that: 1/2 1/2 im N-1xP 2(N-1)e (IN-1-20) + - IN-1 dIN exp lim N0002nhis 2nhi(N-1)e) h2e exp -V2xhiT (=(7) – z(0)| %3D 2T Note: This is a single integral whose variable is labeled N-1.

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter6: Vector Spaces
Section6.6: The Matrix Of A Linear Transformation
Problem 29EQ
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show that:
1/2
im
(IN-1-20) +
(IN -
77m
1/2
dIN 1 exp
lim
N 02his) (2nhi(N-1)e)
2(N-1)e
h22
im
exp
-V2xhiT
h 2T
Note: This is a single integral whose variable is labeled N-1.
Transcribed Image Text:show that: 1/2 im (IN-1-20) + (IN - 77m 1/2 dIN 1 exp lim N 02his) (2nhi(N-1)e) 2(N-1)e h22 im exp -V2xhiT h 2T Note: This is a single integral whose variable is labeled N-1.
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