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Lipschitz Condition
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mattbw
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Mon Jul 31 2000 at 18:05:04
A
mathematical
concept describing properties of
continuity
. If a
function
f (x)
satistifes the following
|f(x)-f(x
0
)| <= M | x-x
0
|
with a fixed
M
and all
x
,
x
0
in the domain then we say
f
satisfies the Lipschitz condition.
printable version
chaos
Words that sound dirty but really aren't
Lipschitz continuous
Lipschitz equivalent
Continuity
Sylow's theorem
Principles of mathematical analysis
Lebesgue integral
Chilton
locally convex space
Fourier series
uniformly continuous
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