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Normal Basis of the Maximal Real Subfield of a Circular Field of the field ℚ(α); we show that this normal basis at the same time is fundamental.
PROBLEM OF QUANTIZING OF THE GRAVITATIONAL FIELD AND THE MIE–EINSTEIN FIELD PARADIGM of quantizing the gravitational field does not arise since the particles are considered as bunched fundamental
PROBLEM OF QUANTIZING OF THE GRAVITATIONAL FIELD AND THE MIE-EINSTEIN FIELD PARADIGM of quantizing the gravitational field does not arise since the particles are considered as bunched fundamental
Diophantine Equation Generated by the Maximal Subfield of a Circular Field© 2020, Allerton Press, Inc. Using the fundamental basis of the field $L_9=\mathbb{Q} (2\cos(\pi/9
The possibility of a strict global thermodynamic equilibrium in the expanding universe in the presence of a fundamental scalar field© 2015, Pleiades Publishing, Ltd. It is shown that in the presence of fundamental scalar fields
The possibility of a strict global thermodynamic equilibrium in the expanding universe in the presence of a fundamental scalar field© 2015, Pleiades Publishing, Ltd. It is shown that in the presence of fundamental scalar fields
Exact solutions in gravity and cosmology with extra dimensions of gravitation as the fundamental interaction are also analyzed. Results of integrable gravitational
Graphene Oxide: Fundamentals and Applications systematically describes the fundamental aspects and applications of graphene oxide. The book is designed
Physical theories in hypercomplex geometric description to be represented by direct products of 2D vectors of a local basis defined on a fundamental surface. In this math
Self-dual connections and the equations of fundamental fields in a Weyl–Cartan space–Mills fields associated with the irreducible components of the connection also turn out to be self-dual, so
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