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Методы определения функций относительной фазовой проницаемости в задачах многофазной фильтрации
Шабаров, А. Б., Шаталов, А. В., Марков, П. В., Шаталова, Н. В., Shabarov, A. B., Shatalov, A. V., Markov, P. V., Shatalova, N. V.
, field data, and 4) inverse problems solving based. Different ways of sample geometrical model
Tentative study of the strong hydrogen bond dynamics. Part I. Geometric isotope effects
Sokolov N.D., Vener M.V., Savel'ev V.A.
of a new approximate potential energy surface model for the aha (ada) fragment. This surface is assumed
WHY PRE-TEACHING: A GEOMETRIC EXPLANATION
Kosheleva Olga, Kreinovich Vladik
this topic starts - helps students learn. In this paper, we provide a geometric explanation
Modeling the Solution of the Pursuit–Evasion Problem Based on the Intelligent–Geometric Control Theory
Khachumov M., Khachumov V.
approaches. A novel and rapidly developing intelligent–geometric theory is applied to address the discussed
Hierarchical Intelligent-Geometric Control Architecture for Unmanned Aerial Vehicles Operating in Uncertain Environments
Khachumov M.
(UAVs) in unstable conditions based on intelligent-geometric theory that combines geometric control
Parametric hierarchical matrix approach for the wideband optical response of large-scale molecular aggregates
Ansari-Oghol-Beig D., Rostami M., Chernobrovkina E., Saikin S., Valleau S., Mosallaei H., Aspuru-Guzik A.
for this purpose. In order to model large-scale molecular structures, these methods should be applied over wide
Explicit Digital Models of Linear Complexes
Rozhkov A.N., Galishnikova V.V.
and topological concepts of the digital models themselves on their interoperability is investigated. The geometric
Optimization of geometric parameters of higher kinematic pairs to minimize their wear
Banza, P. K.
Optimization of geometric parameters of higher kinematic pairs to minimize their wear
PARAMETRIC MODELING OF URBAN DEVELOPMENT
Zhorov, Y.V
The article deals with parametric modeling, transforming the silhouette of the city. The examples
On a geometric model of an universe
Ermolitski, A. A., Bogdanovich, S. A., Ермолицкий, А. А.
Some geometric model of the world (W) is considered where the manifold W is identified with a

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