Results 31 to 40 of about 652,491 (276)
Psychological atmosphere and art therapy at sculpture classes
The article is devoted to the theoretical substantiation and practical approbation of the need to create a positive psychological atmosphere at classes of Artistic and Creative Activity (Sculpture), as well as the possibility of overcoming psychological ...
Tverdokhlibova Yanina +2 more
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While the use of mobile technologies for foreign language learning is gaining momentum, little is known about the various factors that can influence the effectiveness of mobile technologies in relation to student performance in learning a foreign ...
Aigulden Togaibayeva +5 more
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Multirelative $K$-theory and axioms for the $K$-theory of rings [PDF]
K -groups are defined for a special type of m -tuples of ideals in a ring. It is shown that some of the properties of this multirelative K -theory characterize the K
openaire +3 more sources
Hyperdescent and \'etale K-theory
We study the \'etale sheafification of algebraic K-theory, called \'etale K-theory. Our main results show that \'etale K-theory is very close to a noncommutative invariant called Selmer K-theory, which is defined at the level of categories. Consequently,
Clausen, Dustin, Mathew, Akhil
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Noncommutative differential K-theory [PDF]
65 ...
Byungdo Park +3 more
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Surface vegetation parameterization in atmospheric models: a numerical study
This paper is an attempt to show the way of simplifying some segments of current biosphere models which incorporate biophysical realism for use in the land-surface atmosphere interaction models.
D. T. Mihailović, B. Rajković
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Methodology of mastering Ukrainian song folklore in the process of training future teachers of Music
The article raises the social problem of Ukrainian society – the reducing of the level of spiritual and aesthetic culture of youth. Its solution is addressed to the educational sphere and involves the improvement of teacher training at the level of ...
Chemenyan Gayane
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Algebraic Kasparov K-theory. I [PDF]
This paper is to construct unstable, Morita stable and stable bivariant algebraic Kasparov $K$-theory spectra of $k$-algebras. These are shown to be homotopy invariant, excisive in each variable $K$-theories. We prove that the spectra represent universal
Cuntz +10 more
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Quantum Fractionary Cosmology: K-Essence Theory
Using a particular form of the quantum K-essence scalar field, we show that in the quantum formalism, a fractional differential equation in the scalar field variable, for some epochs in the Friedmann–Lemaı^tre–Robertson–Walker (FLRW) model (radiation and
J. Socorro, J. Juan Rosales
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Higher algebraic K-theory for actions of diagonalizable groups [PDF]
We study the K-theory of actions of diagonalizable group schemes on noetherian regular separated algebraic spaces: our main result shows how to reconstruct the K-theory ring of such an action from the K-theory rings of the loci where the stabilizers have
Vezzosi, Gabriele, Vistoli, Angelo
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