Titlebook: Mathematical Modeling and Supercomputer Technologies; 20th International C Dmitry Balandin,Konstantin Barkalov,Iosif Meyerov Conference pro

Pelvic-Floor

Influence of Material Damage on the Parameters of a Nonlinear Flexible Wave Which Spread in a Beampagation of flexural waves in a beam taking into account the damage of its material. An approach is proposed that determines new dependences of the flexural waves parameters on the material damage degree. This approach makes it possible to formulate a self-consistent problem that includes the equati

incision

Barrister

脊椎动物

fulcrum

Node Degree Dynamics in Complex Networks Generated in Accordance with a Modification of the Triadic of nodes with a common neighbor than in the random null model. The effect is especially evident in social networks and is also widely present in cooperation networks in the field of knowledge, citation and research, and many others. It should be noted that in the triadic closure model proposed by P

骄傲

On a General Approach for Numerical Solving Singular Integral Equations in the Scalar Problems of Die singular integral equations of the diffraction problems are numerically solved using Galerkin method. A general approach for definition of basis functions with compact support is proposed in the case of arbitrary smooth (or piecewise smooth) parameterized screens. Several examples of such basis fu

CIS

Noise Influence on the Estimation of Characteristics of Intermittent Generalized Synchronization Usichronization and critical coupling parameter value corresponding to the generalized synchronization regime onset has been studied. Two unidirectionally and mutually coupled chaotic Lorenz oscillators with a complex (two-sheeted) topology of attractors, characterized by the jump-intermittency, have b

眼界

Application of the Kovacic Algorithm to the Problem of Rolling of a Heavy Homogeneous Ball on a Surftem dynamics. Usually, when considering this problem, following the E. J. Routh approach [.] it is convenient to define explicitly the equation of the surface, on which the ball’s centre is moving. This surface is equidistant to the surface, over which the contact point is moving. From the classical

Intruder

Optimal Rotor Stabilization in an Electromagnetic Suspension System Using Takagi-Sugeno Fuzzy Modelse use of Takagi-Sugeno fuzzy models. Two major problems were considered: the construction of stabilizing controllers and the construction of optimal controllers based on the quadratic performance criterion. To calculate the controllers, an original nonlinear mathematical model of the plant was repla

Brittle