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Find link is a tool written by Edward Betts .
Longer titles found:
Uniform boundedness conjecture (view ),
Uniform boundedness conjecture for rational points (view ),
Uniform boundedness principle (view )
searching for Uniform boundedness 8 found (53 total)
alternate case: uniform boundedness
Helly's selection theorem
(1,496 words)
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then A is countable, and it can be denoted as {an: n∈N}. By the uniform boundedness of (fn)n ∈ N and B-W theorem, there is a subsequence (f(1)n)n ∈ N
Holly Krieger
(341 words)
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of rational maps, and her recent proof (with DeMarco and Ye) of uniform boundedness results for numbers of torsion points on families of bielliptic genus
STAR model
(1,052 words)
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models includes the SETAR model as a limiting case by showing the uniform boundedness and equicontinuity with respect to the switching parameter. Without
Aleksei Parshin
(1,323 words)
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ISBN 0-387-96311-1. MR 0861969. Caporaso, Lucia (2000). "Remarks about uniform boundedness of rational points over function fields". arXiv:math/0004078. Heier
Singular integral operators of convolution type
(12,881 words)
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The direct method of evaluating Fourier coefficients to prove the uniform boundedness of the operator Hε does not generalize directly to Lp spaces with
Neumann–Poincaré operator
(11,017 words)
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^{2}+t^{2}}\leq {2|\lambda | \over \lambda ^{2}+t^{2}}+C_{1}.}} Uniform boundedness follows because the first term has a finite integral independent
Sobolev spaces for planar domains
(8,926 words)
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C\|\Delta _{1}u\|_{(k)}+C^{\prime }\|u\|_{(k+1)}.\end{aligned}}} The uniform boundedness of the difference quotients δhu implies that Yu lies in Hk+1(Ω) with
Oscillator representation
(21,532 words)
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z ) = W ( z ) u {\displaystyle \Phi (z)=W(z)u} is smooth. By the uniform boundedness theorem, this is equivalent to the requirement that each matrix coefficient