Results 241 to 250 of about 278,077 (263)
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USSR Computational Mathematics and Mathematical Physics, 1989
Estimates are established for the width of the “e-shadow”—the region outside which the solution of given difference boundary-value problem differs from the solution of the corresponding left-hand difference boundary-value problem by a quantity O(h q+e ) where q is the order of approximation of the left-hand difference boundary-value problem.
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Estimates are established for the width of the “e-shadow”—the region outside which the solution of given difference boundary-value problem differs from the solution of the corresponding left-hand difference boundary-value problem by a quantity O(h q+e ) where q is the order of approximation of the left-hand difference boundary-value problem.
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Existence of chaos for partial difference equations via tangent and cotangent functions
Advances in Difference Equations, 2021Wei Liang
exaly
Stabilization of cycles for difference equations with a noisy PF control
Automatica, 2020Elena Braverman +2 more
exaly
Stability of stochastic difference equations with multiplicative and additive fading noise
Journal of Difference Equations and ApplicationsWenli Wang, Peiguang Wang, Fang Li
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International Journal of Computer Aided Engineering and Technology, 2020
M. Arunkumar +3 more
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M. Arunkumar +3 more
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Additive difference scheme for a non-stationary fourth-order equation in an arbitrary domain
USSR Computational Mathematics and Mathematical Physics, 1977openaire +2 more sources

