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We adapt the results of Oelschl¨ager (1985) to prove a weak law of large numbers for an interacting particles process which, in the limit, produces a solution to Burgers equation
We adapt the results of Oelschl¨ager (1985) to prove a weak law of large numbers for an interacting particles process which, in the limit, produces a solution to Burgers equation
We prove Whitney regularity results for the solutions of the coboundary equation over dynamically defined Cantor sets satisfying a natural geometric regularity condi- tion, in
The other direction follows from the fact that the Koszul functors are quasi-inverse to each other and preserve quasi-isomorphisms because a split and extended weak module is
use the Minimal Model Program for real algebraic surfaces in order to prove that any rational model of any topological surface is obtained by blowing up one of the following three
We will prove that the order ideal generated by the finite rank operators on L p provided with an extension of the positive projective tensor norm is a Banach function space with
It is not surprising that the quantity or the content of two major classes of storage proteins, gliadin and glutenin, is significantly related to total protein, modified essentially
3. Thus, we can embed a one-dimensional map with the slope larger than unity, and the generated map can pro- duce chaotic orbits. However, the initial condition with a
