Computing syntactic parameters for automated text complexity assessment chains, and the average
number of sub-trees, the text
complexity model performance will increase
The visualize formulation of divisibility given
number may have different
complexity depending on the
number system used. The paper introduces
EXPERIMENTAL ANTIOXIDANT ACTIVITY OF A b-CYCLODEXTRIN – HISTOCHROME COMPLEXBikbov, M.M.,
Nikitin, N.A.,
Surkova, V.K.,
Farkhutdinov, R.R.,
Khalilov, L.M.,
Tulyabaev, A.R.,
Nikitina, A.F.,
Fedoreev, S.A.,
Mishchenko4, N.P. A2:1 β-cyclodextrin – histochrome
complex was synthesized based on a comparison with experimental
EXPERIMENTAL ANTIOXIDANT ACTIVITY OF A b-CYCLODEXTRIN – HISTOCHROME COMPLEXBikbov, M.M.,
Nikitin, N.A.,
Surkova, V.K.,
Farkhutdinov, R.R.,
Khalilov, L.M.,
Tulyabaev, A.R.,
Nikitina, A.F.,
Fedoreev, S.A.,
Mishchenko4, N.P. A2:1 β-cyclodextrin – histochrome
complex was synthesized based on a comparison with experimental
One approach to factorization of positive integersFactorization of positive integers into primes is a hard computational task. Its
complexity lies
COMPLEX SYSTEMS DYNAMICS FORECASTING USING NEURAL NETWORKS WITH AN INFINITE NUMBER OF CELLSA method of predicting the dynamics of
complex systems using neural networks with an infinite
О связи биклик гиперграфа и всех максимально полных подматриц матрицы смежности complete submatrices with the
number of rows equal to l. Main idea of algorithm HFindMCS is to generate all
Elementary theories and hereditary undecidability for semilattices of numberings the theory of
numberings. We use the following approach: given a level of
complexity, say Σα0, we consider
Generalized Bernoulli Numbers and Polynomials in the Context of the Clifford AnalysisIn this paper, we consider the generalization of the Bernoulli
numbers and polynomials for the case
Physical and mathematical analytics ad reality of the fractal space, is discussed from the viewpoint of the matrix and hypercomplex
number algebra analysis. It is shown