… The distribution at time 0 is given by cp. We will study only classical solutions of (VP), ie,
solutions for which the characteristic system of (1.1) has unique classical solutions. In this case …

… and compare the general behavior and the accuracy of the two solutions in w167 6-9, and
calculate the resonant amplification in {} 10. The theoretical background for the reading of this …

… and uniqueness of the spatially … the existence of global classical solutions with close-toequilibrium
initial data. Ten years later, Illner-Shinbrot [55] found unique global mild solutions with …

… proof of global existence of unique strong solutions to the Boltzmann equation [1] for the full
… (12) in 1974 who proved the existence of global classical solutions with close to equilibrium …

… the global well-posedness in critical spaces and the limit to zero of some physical parameters
in the … we first construct uniform (global) classical solutions (around constant equilibrium) to …

… , however, the local existence of the classical solutions of this paper does not follow from
the works of … In this section, we prove the local existence of classical solutions to the symmetric …

… analysis were discussed in [7] when the velocity diffusion is considered… The goal of this
paper is to prove the global existence of classical solutions to the Cauchy problem of the VEFP …

… In this paper, we study the global existence of classical solutions to a class of semilinear
reaction-diffusion systems. Let Ω ⊂ R n , n ≥ 1 , be a bounded domain, and u i : Q T : = Ω × ( 0 , …

… When the initial data are … the unique existence of the global Hs-solutions in a perturbation
framework. We also provide the large-time behavior of classical solutions showing the …

… solutions and the idea of “potential well”. In this paper we shall prove the global existence
of classical solutions of the … The main method of reasoning in the paper is the estimation of …