WILD SOLUTIONS TO SCALAR EULER-LAGRANGE EQUATIONS
. We study very weak solutions to scalar Euler-Lagrange equations associated with quadratic convex functionals. We investigate whether W1,1 solutions are necessarily W 1,2 Nash and Schauder applicable.
Johansson, Carl Johan Peter
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Fast Numerical Solvers for Parameter Identification Problems in Mathematical Biology. [PDF]
Benková K, Pearson JW, Ptashnyk M.
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Fuzzy approximation of Euler-Lagrange quadratic mappings
In this article, we consider the Hyers-Ulam stability of the Euler-Lagrange quadratic functional equation f(kx + ly) + f(kx - ly) = kl[f(x + y) + f(x - y)]+ 2(k - l)[kf(x) - lf(y)] in fuzzy Banach spaces, where k, l are nonzero rational numbers with k ...
Lee, J., Rassias, J.M., Kim, H.-M.
core
Explicit minimisers for anisotropic Riesz energies. [PDF]
Frank RL +5 more
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Equilibrium Shapes with Stress Localisation for Inextensible Elastic Mobius and Other Strips
We formulate the problem of finding equilibrium shapes of a thin inextensible elastic strip, developing further our previous work on the Möbius strip. By using the isometric nature of the deformation we reduce the variational problem to a second-order ...
van der Heijden, GHM, Starostin, EL
core
Dynamic Behavior of Mass Sensor Based on Switchable Dual-Mode Composite Strips. [PDF]
Xu Y, Bi H.
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Entropy and Variational Formulation of Relativistic Fluid Dynamics. [PDF]
Yahalom A.
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A humanoid control strategy based on deep reinforcement learning for enhanced comfort in lower limb rehabilitation robots. [PDF]
Jin Y +5 more
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Study of sand particle motion characteristics and distribution patterns in a helical-blade multiphase pump. [PDF]
Zhao X, Shi G, Cui Z, Zhang Y.
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