Results 261 to 270 of about 49,601,406 (331)
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Analysis of Nets by Numerical Methods
Journal of the ACM, 1960The assignment of prime numbers to the branches of directed or non-directed nets, enables one to construct transition matrices in a numerical, rather than a symbolic, form. The numerical form greatly facilitates the construction of higher-order transition matrices, needed for the topological analysis of a given net.
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Numerical Methods for Differential Equations
An Introduction to Numerical Methods, 2018Implement an error estimator using the predictor corrector difference and plot the local error and the global error over the steps taken. The best way to plot this is to plot the solution and the related confidence intervals, i.e.
J. Dormand
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On Numerical Methods in Localization Problems
Differential EquationsWhen solving localization problem numerically, the main problem is to construct a universal cross section corresponding to a given localizing function. The paper proposes two methods for solving this problem, which use estimates of the first and second order derivatives.
Kanatnikov, A. N., Tkacheva, O. S.
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Numerical methods for the '80s
Proceedings of the May 19-22, 1980, national computer conference on - AFIPS '80, 1980After more than a decade of emphasis on commercial applications, scientific computing is again emerging as an important area. This session will present two papers, one dealing with methods for making use of the new parallel architectures now being marketed, and the other presenting a language which makes matrix computations accessible to the scientist ...
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2003
Numerical modeling of the atmosphere is challenging because of the enormous range of space and timescales involved, and because many qualitative features, such as balance and conservation, must be accurately captured. We discuss here a number of topics that have proved important historically in the development of numerical models of the atmosphere ...
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Numerical modeling of the atmosphere is challenging because of the enormous range of space and timescales involved, and because many qualitative features, such as balance and conservation, must be accurately captured. We discuss here a number of topics that have proved important historically in the development of numerical models of the atmosphere ...
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2021
The textbook describes the basics of numerical methods for solving problems of mathematical analysis, linear algebra and ordinary differential equations. Considerable attention is paid to the issues of algorithmization of methods. It can be used when performing laboratory, course, final qualification and research works.
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The textbook describes the basics of numerical methods for solving problems of mathematical analysis, linear algebra and ordinary differential equations. Considerable attention is paid to the issues of algorithmization of methods. It can be used when performing laboratory, course, final qualification and research works.
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Numerical methods for unconstrained optimization and nonlinear equations
Prentice Hall series in computational mathematics, 1983J. Dennis, Bobby Schnabel
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Riemann Solvers and Numerical Methods for Fluid Dynamics
, 1997E. Toro
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Numerical Methods for Least Squares Problems
, 1996J. Navarro-Pedreño
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