Sample records for FINITE-DIFFERENZEN-METHODE (finite difference method)
from WorldWideScience.org

Sample records 1 - 20 shown. Select sample records:



3

Weak Smoothness Conditions and the Newton's Method

Berinde, V.; University of Ruse; Department of Numerical Methods; Russian Academy of Sciences; Institute of Mathematical Modelling
1999-01-01

German National Library of Science and Technology (GetInfo) (German)

10

The deviation method and finite difference approximations for inverse problems of dynamics

Anikin, S. A.; National Academy of Sciences of Belarus; Institute of Mathematics; Russian Academy of Sciences; Institute of Mathematical Modelling
1998-01-01

German National Library of Science and Technology (GetInfo) (German)

18

Solution of two-dimensional Stefan problem by the method of dynamic adaptation

Chuiko, M. M.; Mazhukin, V. I.; National Academy of Sciences of Belarus; Institute of Mathematics
1998-01-01

German National Library of Science and Technology (GetInfo) (German)

19

Solution of Two-Dimensional Stefan Problem by the Method of Dynamic Adaptation

Mazhukin, V. I.; Chuiko, M. M.; National Academy of Sciences of Belarus; Institute of Mathematics
1998-01-01

German National Library of Science and Technology (GetInfo) (German)

25

Pointset markers method for hemodynamics

Gavriluk, K. V.; Lukshin, A. V.; National Academy of Sciences of Belarus; Institute of Mathematics
1998-01-01

German National Library of Science and Technology (GetInfo) (German)

31

Numerical method for the solution of boundary value problems in the transport theory of polarized radiation

Strelkov, S. A.; National Academy of Sciences of Belarus; Institute of Mathematics; Russian Academy of Sciences; Institute of Mathematical Modelling
1998-01-01

German National Library of Science and Technology (GetInfo) (German)

33

Numerical Method for the Solution of Boundary Value Problems in the Transport Theory of Polarized Radiation

Strelkov, S. A.; National Academy of Sciences of Belarus; Institute of Mathematics; Russian Academy of Sciences; Institute of Mathematical Modelling
1998-01-01

German National Library of Science and Technology (GetInfo) (German)

35
36
38

Multicomponent alternating direction method for solving problems of mathematical physics

Abrashin, V. N.; Zhadaeva, N. G.; National Academy of Sciences of Belarus; Institute of Mathematics
1998-01-01

German National Library of Science and Technology (GetInfo) (German)

39

Multicomponent Alternating Direction Method for Solving Problems of Mathematical Physics

Abrashin, V. N.; Zhadaeva, N. G.; National Academy of Sciences of Belarus; Institute of Mathematics
1998-01-01

German National Library of Science and Technology (GetInfo) (German)

41

Iterative method of domain decomposition in solving stationary problems of mathematical physics

Abrashin, V. N.; Egorov, A. A.; National Academy of Sciences of Belarus; Institute of Mathematics
1998-01-01

German National Library of Science and Technology (GetInfo) (German)

42

Iterative Method of Domain Decomposition in Solving Stationary Problems of Mathematical Physics

Abrashin, V. N.; Egorov, A. A.; National Academy of Sciences of Belarus; Institute of Mathematics
1998-01-01

German National Library of Science and Technology (GetInfo) (German)

43

Iteration method of solving one nonlinear spectral problem

Solovjeva, T. M.; Zhidkov, E. P.; National Academy of Sciences of Belarus; Institute of Mathematics
1998-01-01

German National Library of Science and Technology (GetInfo) (German)

44

Iteration Method of Solving One Nonlinear Spectral Problem

Zhidkov, E. P.; Solovjeva, T. M.; National Academy of Sciences of Belarus; Institute of Mathematics
1998-01-01

German National Library of Science and Technology (GetInfo) (German)

59

Fast Numerical Method for Calculating Flows Through a Laval Nozzle

Rogov, B. V.; Sokolova, I. A.; National Academy of Sciences of Belarus; Institute of Mathematics
1998-01-01

German National Library of Science and Technology (GetInfo) (German)

63

Dynamic adaptation method for unsteady problems of mathematical physics

Samarskii, A. A.; Mazhukin, V. I.; National Academy of Sciences of Belarus; Institute of Mathematics
1998-01-01

German National Library of Science and Technology (GetInfo) (German)

76

Adaptive optimization of the alternating triangle method

Konovalov, A. N.; National Academy of Sciences of Belarus; Institute of Mathematics; Russian Academy of Sciences; Institute of Mathematical Modelling
1998-01-01

German National Library of Science and Technology (GetInfo) (German)

78

A tangential method for numerical modelling of equilibrium capillary surfaces

Polevikov, V. K.; National Academy of Sciences of Belarus; Institute of Mathematics; Russian Academy of Sciences; Institute of Mathematical Modelling
1998-01-01

German National Library of Science and Technology (GetInfo) (German)

79

A tangential method for numerical modelling of equilibrium capillary surfaces

Polevikov, V. K.; National Academy of Sciences of Belarus; Institute of Mathematics; Russian Academy of Sciences; Institute of Mathematical Modelling
1998-01-01

German National Library of Science and Technology (GetInfo) (German)

82

A second-order difference method for solution of diffusion problems with localized chemical reactions

Kandilarov, J.; National Academy of Sciences of Belarus; Institute of Mathematics; Russian Academy of Sciences; Institute of Mathematical Modelling
1998-01-01

German National Library of Science and Technology (GetInfo) (German)

90

A decomposition method for singularly perturbed reaction-diffusion equations with discontinuous boundary conditions

Shishkin, G. I.; National Academy of Sciences of Belarus; Institute of Mathematics; Russian Academy of Sciences; Institute of Mathematical Modelling
1998-01-01

German National Library of Science and Technology (GetInfo) (German)

92

A Tangential Method for Numerical Modelling of Equilibrium Capillary Surfaces

Polevikov, V. K.; National Academy of Sciences of Belarus; Institute of Mathematics; Russian Academy of Sciences; Institute of Mathematical Modelling
1998-01-01

German National Library of Science and Technology (GetInfo) (German)

93

A Second-Order Difference Method for Solution of Diffusion Problems with Localized Chemical Reactions

Kandilarov, J.; National Academy of Sciences of Belarus; Institute of Mathematics; Russian Academy of Sciences; Institute of Mathematical Modelling
1998-01-01

German National Library of Science and Technology (GetInfo) (German)

95
98

A Decomposition Method for Singularly Perturbed Reaction-Diffusion Equations with Discontinuous Boundary Conditions

Shishkin, G. I.; National Academy of Sciences of Belarus; Institute of Mathematics; Russian Academy of Sciences; Institute of Mathematical Modelling
1998-01-01

German National Library of Science and Technology (GetInfo) (German)