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Symmetries and first integrals in the mechanics of infinite-dimensional systems, an integrodifferential equation, or a system of such equations. The theory of transformations is used to establish
On Integrals of Ordinary Differential Equations Systems which are Representable in Finite TermsExisting theories on resolvability of nonlinear differential equations systems in a finite terms
ANHARMONIC EFFECTS IN THE FIBONACCI-CHAIN QUASI-CRYSTALS the basis of this method are reduced to a set of transcendental or algebraic equations for the moments
Residue integrals and Waring’s formulas for algebraic or even transcendental systemsResidue integrals and Waring’s formulas for algebraic or even transcendental systems
Residue integrals and Waring’s formulas for algebraic or even transcendental systemsResidue integrals and Waring’s formulas for algebraic or even transcendental systems
Существование единственного kT-периодического решения для одного класса нелинейных системThe system of ordinary differential equations with the discontinuous hysteresic nonlinearity
Ramanuja’s “gādya-traya” in the categorical system of transcendental hermeneutics by g. Oberhammer are considered. The content of the text is interpreted in the aspect of G. Oberhammer’s Transcendental
The derivation of integration-fragmentation equations in the Becker-Döring case the continuum Becker-Döring equation. From this equation we obtained the Becker-Döring system of equations
Конституирование идентичности вселенной:
апофатизм и трансцендентальные
ограничения в космологии identify transcendental delimiters which act in cosmological
knowledge. In particular, we discuss
On the H-theorem for the Becker–Döring system of equations for the cases of continuum approximation and discrete timeIn the present paper we make the transition from the Becker–Döring system of equations
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