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Linear Independence (idea)
See all of Linear Independence
, there are 4 more in this node.
(
idea
)
by
Debbie
Tue May 09 2000 at 14:45:11
Let V be a
set
of
vector
s. An
element
v, belonging to V, is said to
linear
ly
dependent
if it can be expressed as a
linear combination
of the remaining vectors in V.
Ie. Let V={(2,1,1), (0,1,1), (1,0,0)}
v=(2,1,1) is linearly dependent upon (0,1,1) and (1,0,0) because (2,1,1) = (0,1,1) + 2*(1,0,0)
Wronskian
vector space
Chebyshev polynomials
square matrix
linear combination
defective matrix
Secret sharing
linear dependence
Deathmatch: e vs pi
matroid
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Linear algebra
linearity
QR decomposition
Last Ergs
culture of life
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Linear Programming
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NSA: some pseudo set theory
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XOR Problem
Rank of a Matrix
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