Anomalies in Partial Differential Equations (Hardcover)

Ascanelli, A. and Cappiello, M., Semilinear p-evolution equations in weighted Sobolev spaces.- Ascanelli, A. et al.,   Random-?eld Solutions of Linear Parabolic Stochastic Partial Dierential Equations with Polynomially Bounded Variable Coefficients.- Brauer, U. and Karp, l., The non?isentropic Einstein?Euler system written in a symmetric hyperbolicfor.- Chen, W. and Palmieri, A., Blow?up result for a semilinear wave equation with a non linear memory term.- Ciani, S. and Vespri, V., An Introduction to Barenblatt Solutions for Anisotropic p-Laplace Equation.- Colombini, F. et al., No loss of derivatives for hyperbolic operators with Zygmund-continuous coecients in time.- Cordero, E., Note on the Wigner distribution and Localization Operators in the quasi-Banach setting.- Corli, A. and Malaguti, E., Wavefronts in traffic ?ows and crowds dynamics.- D’Abbicco, M., A new critical exponent for the heat and damped wave equations with non linear memory and not integrable data.-  Anh Dao, T. and Michael. R., Blow-up results for semi-linear structurally damped σ-evolution equation.- Rempel Ebert, M. and Marques, J. Critical exponent for a class of semi linear damped wave equations with decaying in time propagation speed.- Federico, S., Local solvability of some partial differential operators with non-smooth coefficients.- G. Feichtinger, A. et al., On exceptional times for point wise convergence of integral kernels in Feynman-Trotter path integral.-  Girardi, G. and Wirth, J., Decay estimates for a Klein?Gordon model with time-periodic coefficients.- Thieu Huy, N., Conditional Stability of Semigroups and Periodic Solutions to Evolution Equations.- Oberguggenberger, M., Anomalous solutions to non linear hyperbolic equations.- Rodino, L., and Trapasso, S.I., An introduction to the Gabor wave front set.- Sickel, W., On the Regularity of Characteristic Functions.- Yagdjian, K. et al., Small Data Wave Maps in Cyclic Spacetime