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Majorizatiuon and Zipf-Mandelbrot law, chi(2)-distance for Z-M law and triangular discrimination for Z-M law. At the end, we give important
TO THE FORMATION OF THE STIFFNESS MATRIX FOR THE PLANE PROBLEM OF ELASTICITY THEORYThe procedure for establishing the stiffness matrix of a triangular element with regard to fields
The lattice fluid with the competing interactions on the square latticeThe lattice system with competing interactions (attractive between nearest neighbors and repulsive
SPHERICALLY LOCALIZED DISCRETE BREATHERS IN BCC METALS V AND NB, large-amplitude vibrational modes in nonlinear lattices. Rod-like discrete breathers (DBs) have been
Magnetic properties and spin kinetics in Kondo lattices of Kondo lattices. The influence of the Kondo effect on the static magnetic susceptibility and electron
Solitary waves on nonlocal Fermi–Pasta–Ulam lattices: Exponential localizationThe paper is devoted to Fermi–Pasta–Ulam lattices with nonlocal interaction. Under natural
Free convection in a triangular cavity filled with a porous medium saturated by a nanofluid: Buongiornos mathematical modelFree convection in a triangular cavity filled with a porous medium saturated by a nanofluid
Triangular Clusters of Molybdenum Coordinated with Diethylthiocarbamate: Synthesis, Structure and Solution BehaviorTriangular Clusters of Molybdenum Coordinated with Diethylthiocarbamate: Synthesis, Structure
Two different faces of the triangular cluster Rh3Cp3(μ2-CO)3 towards metalloelectrophiles: Structural and theoretical studyTwo different faces of the triangular cluster Rh3Cp3(μ2-CO)3
Chaotic discrete breathers in bcc lattice mode (DNVM) can create chaotic discrete breathers (DBs) in a nonlinear lattice. A necessary condition
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