The Flamant solution is the leading-order asymptotic response of a slightly truncated nonlinear elastic wedge to small loads, derived via a variational principle after a logarithmic change of variables.
Grafakos.Classical Fourier analysis, volume 249 ofGraduate Texts in Mathematics
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A Banach space is UMD if and only if tail inequalities hold for maximal functions of its tangent conditionally symmetric processes.
Finite Riesz products are generalized to quantum tori to establish a non-commutative version of an Ornstein non-inequality.
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Variational derivation of the Flamant solution for a nonlinear elastic wedge
The Flamant solution is the leading-order asymptotic response of a slightly truncated nonlinear elastic wedge to small loads, derived via a variational principle after a logarithmic change of variables.
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Characterizations of the UMD property via tail estimates for tangent processes
A Banach space is UMD if and only if tail inequalities hold for maximal functions of its tangent conditionally symmetric processes.
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Finite Riesz products and Ornstein non-inequalities on quantum tori
Finite Riesz products are generalized to quantum tori to establish a non-commutative version of an Ornstein non-inequality.