Results 21 to 30 of about 169,626 (311)
Mode Decomposition Evolution Equations [PDF]
Partial differential equation (PDE) based methods have become some of the most powerful tools for exploring the fundamental problems in signal processing, image processing, computer vision, machine vision and artificial intelligence in the past two decades. The advantages of PDE based approaches are that they can be made fully automatic, robust for the
Yang Wang 0020 +2 more
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Controllability of Evolution Equations with Memory [PDF]
This article is devoted to studying the null controllability of evolution equations with memory terms. The problem is challenging not only because the state equation contains memory terms but also because the classical controllability requirement at the final time has to be reinforced, involving the contribution of the memory term, to ensure that the ...
Felipe Wallison Chaves Silva +2 more
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Attractors for a class of semi-linear degenerate parabolic equations [PDF]
We consider degenerate parabolic equations of the form ∂tu = Δλu + f(u) u|∂Ω = 0, u|t=0 = u0 in a bounded domain Ω ⊂N, where Δλ is a subelliptic operator of the type (Formula presented.) We prove global existence of solutions and characterize their ...
Sonner, Stefanie +6 more
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Particle Production at High Energy: DGLAP, BFKL and Beyond
Particle production in high energy hadronic/nuclear collisions in the Bjorken limit Q 2 , s → ∞ can be described in the collinear factorization framework of perturbative Quantum ChromoDynamics (QCD). On the other hand in the Regge
Jamal Jalilian-Marian
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15 pages, LaTeX, 4 figures; Talk given at the workshop on The Phenomenology of Large-N QCD, Tempe, AZ, January 9-11 ...
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Dependence on the Initial Data for the Continuous Thermostatted Framework
The paper deals with the problem of continuous dependence on initial data of solutions to the equation describing the evolution of a complex system in the presence of an external force acting on the system and of a thermostat, simply identified with the ...
Bruno Carbonaro, Marco Menale
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Smoothing properties for Hirota-Satsuma systems
We study local existence and smoothing properties for the initial value problem associated to Hirota-Satsuma systems that describes an interaction of two long waves with different dispersion relations.
S. Jimenez, Octavio Paulo Vera Villagran
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On Integrability of Systems of Evolution Equations
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Beukers, F., Sanders, J.A., Wang, J.P.
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Gradient flows for bounded linear evolution equations [PDF]
We study linear evolution equations in separable Hilbert spaces defined by a bounded linear operator. We answer the question which of these equations can be written as a gradient flow, namely those for which the operator is real diagonalisable. The proof
Schindler, Stefanie +1 more
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Modelling the evolution of the two-planetary three-body system of variable masses
A classical non-stationary three-body problem with two bodies of variable mass moving around the third body on quasi-periodic orbits is considered. In addition to the Newtonian gravitational attraction, the bodies are acted on by the reactive forces ...
Zhanar Imanova +2 more
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