KIAM Main page Web Library  •  Publication Searh  Русский 
Results Page
Search    results   Records found: 1151  
<<<  First part Previous part Next part Last part  >>>
11.  KIAM Preprint № 49, Moscow, 2024
Authors: Kazakov A.V., Vasekin B.V., Vorobyov N.A., Borisov V.E.
Title: Coupled solution of the borehole-reservoir problem in modeling acidic effects in a fractured-pore reservoir
12.  KIAM Preprint № 42, Moscow, 2024
Authors: Berezin A.V., Volkov Y.A., Kazymov S.A., Markov M.B., Tarakanov I.A.
Title: The model of continuous photon scattering in jne-dimensional approximation
13.  KIAM Preprint № 35, Moscow, 2024
Authors: Uzyanbaev R.M., Bobreneva Y.O., Poveschenko Y.A., Podryga V.O., Polyakov S.V., Gubaydullin I.M.
Title: Numerical modeling of piezoconductive processes in a two-dimensional formulation for a fractured-pore type reservoir
14.  KIAM Preprint № 30, Moscow, 2024
Authors: Barotov D.N., Sudakov V.A.
Title: On Inequalities Between Convex, Concave, and Multilinear Continuations of Boolean Functions
15.  KIAM Preprint № 29, Moscow, 2024
Authors: Baluta V.I., Varykhanov S.S., Zhirkov A.F.
Title: An approach to the construction of a cognitive factor model for assessing the stability of objects in the cryolithozone
16.  KIAM Preprint № 19, Moscow, 2024
Authors: Berezin A.V., Levchenko V.D., Perepelkina A.Y.
Title: Interpolation – free LBM on non-uniform grids with TRT collision operator
17.  KIAM Preprint № 11, Moscow, 2024
Authors: Bulatov P.E.
Title: Numerical integration of one-dimensioned parabolic problems using adaptive grids
18.  KIAM Preprint № 10, Moscow, 2024
Authors: Bakeer A.E., Poveschenko Y.A., Podryga V.O., Rahimly P.I.
Title: Spatial filtration model of hydrate-containing media with a non-classical law of motion
19.  KIAM Preprint № 6, Moscow, 2024
Authors: Barchev N.B., Sudakov V.A.
Title: Research on methods for modifying membership functions of fuzzy sets based on pattern
20.  KIAM Preprint № 4, Moscow, 2024
Authors: Bakhvalov P.A., Surnachev M.D.
Title: On stability and accuracy of finite-volume schemes on non-uniform meshes
<<<  First part Previous part Next part Last part  >>>