sigma07-120. 261KB Jun 04 2011 12:10:10 AM
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This was established by Krylov [ 15 ] , using an approach which relies on the normalized (Kushner-Stratonovich) filter equation written as a “forward equation" in density form
This is related to the fact that the Hida test algebra is a space of continuous functionals on an abstract Wiener space associated to the Hilbert space of the theory.. The Hida
The second heavenly equation of Plebanski which determines Riemannian metrics with (anti)- self-dual curvature 2-form implying Ricci-flatness admits bi-Hamiltonian structure.
The third step is recovering of the potential U ( x, t, λ ) and respectively the solution of the nonlinear equation Q ( x, t ) at an arbitrary moment from the scattering data at
Now, in view of the above, in order to solve the problem of orthogonal separability of the cor- responding Hamilton–Jacobi equation and thus find exact solutions to the
Quantization method for the Friedmann–Lemaˆıtre Universe based on the canonical Hamilton equations of motion is proposed and quantum information theory way to physics of the Universe
In our approach, with the help of a Laplace transform, a direct way to get the energy dependent Green function is presented, and the propagator can be obtained later with an
Here we shall use this Cayley transformation to obtain some sharp L 2 inequalities on the sphere for a family of Dirac type operators.. The full collection is available