Search Results - "Avvakumov, S."

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  1. 1

    Vector and axial nucleon form factors: A duality constrained parameterization by Bodek, A., Avvakumov, S., Bradford, R., Budd, H.

    “…We present new parameterizations of vector and axial nucleon form factors. We maintain an excellent descriptions of the form factors at low momentum transfers,…”
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    Stronger Counterexamples to the Topological Tverberg Conjecture by Avvakumov, S., Karasev, R., Skopenkov, A.

    Published in Combinatorica (Budapest. 1981) (01-08-2023)
    “…Denote by Δ M the M -dimensional simplex. A map f : Δ M → R d is an almost r - embedding if f ( σ 1 ) ∩ … ∩ f ( σ r ) = ∅ whenever σ 1 , … , σ r are pairwise…”
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  3. 3

    Bringing Closed Polygonal Curves in the Plane to Normal Form via Local Moves by Avvakumov, S., Sossinsky, A.

    Published in Mathematical Notes (01-03-2018)
    “…We define normal forms of regular closed polygonal curves in R 2 , prove that any such curve can be taken to normal form by a regular homotopy, construct two…”
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    Optimal Resource Allocation in a Two-Sector Economy with an Integral Functional: Theoretical Analysis and Numerical Experiments by Kiselev, Yu. N., Avvakumov, S. N., Orlov, M. V., Orlov, S. M.

    Published in Computational mathematics and modeling (01-04-2020)
    “…We investigate the allocation of resources in a two-sector economic model with a Cobb–Douglas production function for different depreciation rates with an…”
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    Euler elasticae in the plane and the Whitney-Graustein theorem by Avvakumov, S., Karpenkov, O., Sossinsky, A.

    Published in Russian journal of mathematical physics (01-07-2013)
    “…In this paper, we study normal forms of plane curves and knots. We investigate the Euler functional E (the integral of the square of the curvature along the…”
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  7. 7

    Optimal Control in the Resource Allocation Problem for a Two-Sector Economy with a CES Production Function by Kiselev, Yu. N., Avvakumov, S. N., Orlov, M. V.

    Published in Computational mathematics and modeling (01-10-2017)
    “…We consider the resource allocation problem in a two-sector economy with a Constant Elasticity of Substitution (CES) production function on a given…”
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  8. 8

    Models of Information Diffusion in a Social Group: Construction of Optimal Programs by Avvakumov, S. N., Kiselev, Yu. N.

    Published in Computational mathematics and modeling (01-07-2016)
    “…We investigate modified models of information diffusion (or propagation) in a social group. The process dynamics is described by a one-dimensional controlled…”
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  9. 9

    Optimal Resource Allocation in a Two-Sector Economic Model with an Integral Functional by Kiselev, Yu. N., Avvakumov, S. N., Orlov, M. V., Orlov, S. M.

    Published in Computational mathematics and modeling (01-07-2017)
    “…We investigate the resource allocation problem in a two-sector economic model with a Cobb-Douglas production function with different depreciation rates. The…”
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    Journal Article
  10. 10

    Construction of Optimal Control Laws for a Model of Information Diffusion in a Social Group by Avvakumov, S. N., Kiselev, Yu. N.

    “…The article investigates a modified model of information propagation (diffusion). The model differs from the original model [2] by the choice of the optimized…”
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    Investigating a Nonlinear Optimal Control Problem with Discounting by Avvakumov, S. N., Kiselev, Yu. N., Orlov, M. V.

    Published in Computational mathematics and modeling (01-04-2014)
    “…In this article, we consider one-dimensional optimization models that are relevant for mining applications. The maximand functional is interpreted as…”
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  13. 13

    Resource allocation problem in a two-sector economic model of special form by Kiselev, Yu. N., Avvakumov, S. N., Orlov, M. V.

    Published in Differential equations (01-12-2009)
    “…In the present paper, we study the resource allocation problem for a two-sector economic model of special form, which is of interest in applications. The…”
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  14. 14

    On the normal form of knots by Avvakumov, S., Sossinsky, A.

    Published in Russian journal of mathematical physics (01-10-2014)
    “…This paper is a report on the results of computer experiments with an algorithm that takes classical knots to what we call their “normal form” (and so can be…”
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    The hyperbolic tangent law in optimal control synthesis for a nonlinear model with discounting by Kiselev, Yu N, Avvakumov, S N, Orlov, M V

    Published in Differential equations (01-11-2006)
    “…(ProQuest: Abstract omitted; see image)[PUBLICATION ABSTRACT]…”
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    Observation of muon neutrino disappearance with the MINOS detectors in the NuMI neutrino beam by Michael, D G, Adamson, P, Alexopoulos, T, Allison, W W M, Alner, G J, Anderson, K, Andreopoulos, C, Andrews, M, Andrews, R, Arms, K E, Armstrong, R, Arroyo, C, Auty, D J, Avvakumov, S, Ayres, D S, Baller, B, Barish, B, Barker, M A, Barnes, Jr, P D, Barr, G, Barrett, W L, Beall, E, Becker, B R, Belias, A, Bergfeld, T, Bernstein, R H, Bhattacharya, D, Bishai, M, Blake, A, Bocean, V, Bock, B, Bock, G J, Boehm, J, Boehnlein, D J, Bogert, D, Border, P M, Bower, C, Boyd, S, Buckley-Geer, E, Bungau, C, Byon-Wagner, A, Cabrera, A, Chapman, J D, Chase, T R, Cherdack, D, Chernichenko, S K, Childress, S, Choudhary, B C, Cobb, J H, Cossairt, J D, Courant, H, Crane, D A, Culling, A J, Dawson, J W, de Jong, J K, DeMuth, D M, De Santo, A, Dierckxsens, M, Diwan, M V, Dorman, M, Drake, G, Drakoulakos, D, Ducar, R, Durkin, T, Erwin, A R, Escobar, C O, Evans, J J, Fackler, O D, Falk Harris, E, Feldman, G J, Felt, N, Fields, T H, Ford, R, Frohne, M V, Gallagher, H R, Gebhard, M, Giurgiu, G A, Godley, A, Gogos, J, Goodman, M C, Gornushkin, Yu, Gouffon, P, Gran, R, Grashorn, E, Grossman, N, Grudzinski, J J, Grzelak, K, Guarino, V, Habig, A, Halsall, R, Hanson, J, Harris, D, Harris, P G, Hartnell, J, Hartouni, E P, Hatcher, R, Heller, K, Hill, N, Ho, Y, Holin, A

    Published in Physical review letters (10-11-2006)
    “…This Letter reports results from the MINOS experiment based on its initial exposure to neutrinos from the Fermilab NuMI beam. The rates and energy spectra of…”
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