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The main aim of the present work is to develop a unified approach for investigating problems related to the uniform G σ Gevrey regularity of solutions to PDE on the whole space R n
In the case of single crystal plasticity, the relative rotation rate of lattice directors with respect to material lines is derived in a unique way from the kinematics of plastic
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Starting out with the balances of particle number density, spin and energy - momentum, Ein- stein‘s field equations and the relativistic dissipation inequality we consider
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The construction of homogeneous statistical solutions in [VF1], [VF2] is based on Galerkin approximations of measures that are supported by divergence free periodic vector fields
In Section 4, by using Lashkevich’s construction of vertex operators in the GKO construction, an isomorphism is given between the fusion product of level 1 and level k
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