Source: http://parca.tsutmb.ru/publikaczii/
Timestamp: 2019-04-22 06:08:24+00:00

Document:
E. A. Ilchenko. Mathematical Tools service «MathPartner» to perform parallel calculations on a cluster // Proceedings ISP RAS, 2016, V. 1, Issue. 3, P. 173-188.
Rybakov M.A., O.V. Kruchin. Data protection system Terminus // Tambov University Reports. Series: Natural and Technical Sciences, 2016. V. 21. Issue. 1. P. 146-149.
Gennadi Malaschonok. MathPartner one year later // International conference Polynomial Computer Algebra. St.Petersburg, PDMI RAS, 2016. P. 50-52.
Ильченко Е.А. Об эффективном методе распараллеливания блочных рекурсивных алгоритмов // Вестник Тамбовского университета. Серия: Естественные и технические науки, 2015, том 20, вып 5, с. 1173-1186.
A.G. Akritas, G.I. Malaschonok, P.S. Vigklas. On the remainders obtained in finding the greatest common divisor of two polynomials // Serdica J. Computing V.9, No.2, 2015, 123–138.
Malaschonok G.I., Scherbinin A.S. New Algorithm of Triangular Decomposition. International conference MathParCA-2015, Turku-Abo, Finland, 2015. P. 6.
Malaschonok G.I. Khvorov S. Parallel Inversion of Integer Matrix. International conference MathParCA-2015, Turku-Abo, Finland, 2015. P. 7.
Ilchenko E.A. One approach to algorithm of the decentralized management for the distributed computing process. International conference MathParCA-2015, Turku-Abo, Finland, 2015. P. 8.
Malashonok N.A. A symbolic-numerical algorithm for solving differential equations with delayed argument. International conference MathParCA-2015, Turku-Abo, Finland, 2015. P. 13-14.
Malashonok N.A. Applying a mathematical system MathPartner in school education . Teaching experience and pedagogical technologies . Collection materials III international scientific-practical conference Cheboksary, 2015. P. 277-279.
A.G. Akritas, G.I. Malaschonok, P.S. Vigklas. Sturm Sequences and Modfied Subresultant Polynomial Remainder Sequences // Serdica Journal of Computing, V.8, No 1, 2014, 101–118.
Malaschonok G.I., Kireev S.A. Tropical mathematics and computer algebra // International conference Polynomial Computer Algebra. St.Petersburg, PDMI RAS, 2014. P. 41-42.
Malaschonok G.I., Borisov I.A. About MathPartner web service // International conference Polynomial Computer Algebra. St.Petersburg, PDMI RAS, 2014. P. 50-51.
Malaschonok G.I., Borisov I.A. About MathPartner web service // Tambov University Reports. Series: Natural and Technical Sciences, 2014. V. 19. Issue. 2. P. 512-516.
Malaschonok G.I., Rybakov M.A. Solution of systems of linear differential equations and calculation of dynamic characteristics of the control systems in the web service MathPartner // Tambov University Reports. Series: Natural and Technical Sciences, 2014. V. 19. Issue. 2. P. 517-529.
Pereslavtseva O.N. Parallel algorithm for computing the characteristic polynomial and its time complexity // Tambov University Reports. Series: Natural and Technical Sciences, 2014. V. 19. Issue. 2. P. 530-538.
Malaschonok G.I., Kireev S.A. Tropical computing web service MathPartner // Tambov University Reports. Series: Natural and Technical Sciences, 2014. V. 19. Issue. 2. P. 539-550.
Ilchenko E.A. The socket server for remote user interaction with the control system of distributed computing // Tambov University Reports. Series: Natural and Technical Sciences, 2014. V. 19. Issue. 2. P. 551-557.
Ivashov D.S. Parallel algorithm for the decomposition of polynomials with different sets of variables // Tambov University Reports. Series: Natural and Technical Sciences, 2014. V. 19. Issue. 2. P. 558-565.
A.G. Akritas, G.I. Malaschonok, P.S. Vigklas. On a Theorem by Van Vleck Regarding Sturm Sequence //Serdica J. Computing V.7, No 4, 2013, 389–422.
N.A. Malashonok, M.A.Rybakov. Symbolic-Numerical Solution of Systems of Linear Ordinary Differential Equations with Required Accuracy. Programming and Computer Software, 2013, Vol. 39, No. 3, P. 150-157.
Ivashov D.S. Factoring polynomials of many variables with integer coefficients. Tambov University Reports. Series: Natural and Technical Sciences, 2013. V. 18. Issue. 5. P. 2538-2540.
Malaschonok G.I. Exact triangular decomposition. Tambov University Reports. Series: Natural and Technical Sciences, 2013. V. 18. Issue. 5. P. 2584-2587.
Malashonok N.A. The Laplas transform method for solving differential equations with delayed argument. Tambov University Reports. Series: Natural and Technical Sciences, 2013. V. 18. Issue. 5. P. 2587-2589.
Malaschonok G.I. Generalization of LU and Bruhat decomposition. International conference MathParCA-2013, Rhodes, Greece, 2013. P. 23-26.
Malaschonok G.I. Mathematical language ''MATHPAR''. International conference MathParCA-2013, Rhodes, Greece, 2013. P. 29-31.
Malashonok N.A. Solving differential equations with delayed argument by means of the Laplace transform. International conference MathParCA-2013, Rhodes, Greece, 2013. P. 21-22.
Malaschonok G.I., Borisov I.A. Current state of the Mathpar computer algebra web project. International conference MathParCA-2013, Rhodes, Greece, 2013. P. 11-13.
Ivashov D.S. Algorithms for factorization of multivariate polynomials. International conference MathParCA-2013, Rhodes, Greece, 2013. P. 17-20.
Rybakov M.A. Parallel algorithm for computing of the general solution of system of ordinary differential equations. International conference MathParCA-2013, Rhodes, Greece, 2013. P. 27-28.
Malashonok G.I. MATHPAR Language Guide: Study Guide. Tambov: the Publishing House of TSU named after G.R. Derzhavin, 2013.
Kireev S.A. Algorithms tropical mathematics at MATHPAR. Research projects students. Supplement to the Bulletin of the University of Tambov. Tambov, 2013. P. 127-129.
Malashonok G.I., Pereslavtseva O.N., Ivashov D.S. The parallel symbolic computation in the Tambov State University // VI International Conference "Cloud computing. Education. Research. Development", 2013.
Malashonok G.I. Exact triangular decomposition in domain // International conference Polynomial Computer Algebra. St.Petersburg, PDMI RAS, 2013.
Malashonok G.I., Borisov I.A. Development of a web project of computer algebra Mathpar // International conference Polynomial Computer Algebra. St.Petersburg, PDMI RAS, 2013.
Pereslavtseva O.N. Parallel algorithm for computing the characteristic polynomials and experiments // International conference Polynomial Computer Algebra. St.Petersburg, PDMI RAS, 2013.
Rybakov M.A. Parallel algorithm for computing of the general solution of the inhomogeneous system of the ordinary differential equations with constant coefficients // International conference Polynomial Computer Algebra. St.Petersburg, PDMI RAS, 2013.
Shlyapin D. Transformation of compositions of functions containing trigonometric functions. Tambov University Reports. Series: Natural and Technical Sciences. V. 17, Issue 2, 2012.
Tararova S. To the problem of constructing an algorithm for symbolic integration.
Gennadi Malaschonok. About Bruhat decomposition in domain.
Natasha Malashonok The Laplace method for linear differential equations with impulse coefficients.
Gennadi Malaschonok and Evgeni Ilchenko. Decentralized control of parallel computing.
Smirnov Roman. One approach to symbolic solution of partial differential equations.
Malaschonok G. I. Can we Compute Bruhat Decomposition in a Domain with the Complexity of Matrix Multiplication. International conference Polynomial Computer Algebra. St.Petersburg, PDMI RAS, 2011. P. 75.
Malaschonok N.A. Analitic solving of partial differential equations and compatibility conditions. International conference Polynomial Computer Algebra. St.Petersburg, PDMI RAS, 2011. P. 76-79.
Pereslavtseva O.N. Parallel algorithm for computing characteristic polynomials of polynomial matrices and experiments. International conference Polynomial Computer Algebra. St.Petersburg, PDMI RAS, 2011. P. 105-108.
Pereslavtseva O.N. The computation of the characteristic polynomial of the matrix. Discrete Mathematics. V. 23, Issue . 1, 2011, P. 28-45.
Malaschonok N. A. Symbolic Solving of Differential Equations with Partial Derivatives. Reports RUDN. Series Mathematics, Informatics, Physics. №2(2), 2010. P. 10-14.
Betin A.A. The parallel algorithm for calculation of an adjoint matrix and experiments. International conference Parallel Computer Algebra. Tambov, 2010, P. 10-11.
Malaschonok N. An algorithm for symbolic solving of differential equations and estimation of accuracy. Computer Algebra in Scientific Computing. 11th International Workshop, CASC 2009, Kobe, Japan, September 2009. Springer-Verlag Berlin Heidelberg 2009. P. 213-225.
Malaschonok N.A. Application of Sege kernels for approcsimation functions with series. Tambov University Reports. Natural and Technical Sciences. V. 14, part. 1, 2009. P. 750-751.
Vodolazhskaya E. Radon transform on the plane over a finite ring: a new inversion formula. International conference Polynomial Computer Algebra. St. Petersburg, PDMI RAS, 2009. P. 120-122.
Malaschonok N. An algorithm for symbolic solving of differential equations and estimation of accuracy. Tambov University Reports. Natural and Technical Sciences. V. 14, part. 4, 2009. P. 748-749.
Malashonok N.A. Application of kernels of Sege for approximation of functions by series. Tambov University Reports. Natural and Technical Sciences. V. 14, part. 4, 2009. P. 750-751.
Akritas A.G., Malaschonok G.I. Computations in Modules over Commutative Domains. Computer Algebra in Scientific Computing, LNCS 4770, Springer, Berlin 2007. P. 44-59.
Malaschonok N.A. Solving differential equations by parallel Laplace method with assured accuracy. Serdica, Journal of Computing, Sofia, Bulgaria,2007, vol.33, №4, 20-35.
Malaschonok N.A. On math education. Modern math education and problems of history and methodology if mathematics: Proceedings of International scientific conference, Tambov, September, 2006, 251.
Malaschonok N.A. Invariants of the real line affine group on the space of polynomials “Proceedings of the conference “Harmonic analysis on homogenous spaces, representations of Lie groups and quantization”.Tambov University Reports. A series: Natural and Technical Sciences. V. 12, part. 1, 2007. P. 53 - 56.
Malaschonok N.A. Parallel Laplace method with assured accuracy by symbolic computations. “Computer Algebra in Scientific Computing”. Springer-Verlag, Berlin Heidelberg, 2006, p. 251 – 260.
Malaschonok N.A. Solving differential equations by parallel Laplace method with assured accuracy. Abstracts of ACA 2006, Bulgaria, Varna, 2006, p. 53.
Akritas A.G., Malaschonok G.I. Computation of Adjoint Matrix. Computational Science, ICCS 2006, LNCS 3992, Springer, Berlin. 2006, 486-489.
Malaschonok G.I., Valeev Y.D. Recursive parallelization of symbolic-number algorthms. Tambov University Reports. A series: Natural and Technical Sciences. 2006. Т.11, v. 4, p. 536-549.
Kazakov V.N. Preprocessing in modular algorithm. Tambov University Reports. A series: Natural and Technical Sciences. V. 11, part. 4, 2006. P. 555-557.
Zuev M.S. Pilot algorithm for computation adjoint matrix and determinant. Tambov University Reports. A series: Natural and Technical Sciences. V. 11, part. 4, 2006. P. 550-554.
Kazakov V.N. Comparison of methods for computing series of polynomial remainders. Tambov University Reports. A series: Natural and Technical Sciences. V. 11, part. 4, 2006.
Мalaschonok G.I., Zuev M.S. Generalised algorithm of inverse matrix computation. Tambov University Reports. A series: Natural and Technical Sciences. 2006.V. 11, part. 4, 2006. P.
Malaschonok G.I., Valeev Y.D. Dynamic scheme of tasks distribution in cluster on algorithm graph. Tambov University Reports. A series: Natural and Technical Sciences. V. 11, part. 4, 2006. P. 536-549.
Valeev U.D. History of parallel computations. // Modern math eductaion and problems of history and methodology if science. Tambov: Perhin's R.V. publishing house, 2006.
Zuev M.S. History of parallel matrix computations. // Modern math eductaion and problems of history and methodology if science. Tambov: Perhin's R.V. publishing house, 2006.
Pereslavceva O.N. History and modern status of theory of computation characteristic polynomial. // Modern math eductaion and problems of history and methodology if science. Tambov: Perhin's R.V. publishing house, 2006.
Sazhenva O.A. Classic and modern methods for solving systems of linear equations. // Modern math eductaion and problems of history and methodology if science. Tambov: Perhin's R.V. publishing house, 2006.
Malachonok G.I. Discrete math with elements of computer algebra. The manual. Tambov: TSU publishing house, 2006.
Malachonok G.I., Valeev Y.D., Zuev M.S. Parallel computer algebra. Introduction. Manual.. Tambov: TSU publishing house, 2006.
Malachonok G.I., Valeev Y.D., Zuev M.S. Parallel computations of binary trees in computer algebra. The manual. Tambov: TSU publishing house, 2006.
Malaschonok N.A. Estimations for Laplase mtehod of symbolic solution systems of differential equations. Proceedings of Differential equations and systems of computer algebra. Minsk, 195—199.
Malaschonok N.A. An algorithm to settle the necessary exactness in Laplace transform method. Proceed. of Int. Conf. Computer Science and Informatic Technologies. Erevan, 2005, 453—457.
Malaschonok N.A. Invariants of the real line affine group on spaces of polynomials. Tambov State University Reports. 2005, V. 10, part. 4.
Malaschonok N.A., Kazakov V.N. Lagrange equations on the agebras of generalised complex numbers. Tambov State University Reports. 2005, V. 10, part. 1, 48–49.
Malaschonok G.I. In the Direction of Parallel Computer Algebra System. Computer Science and Information Technologies. Proc. Conf. ( Sept.19-23, 2005. Acad. Sci. of Armenia.) Yerevan, 2005, 451-453.
Valeev. Yu.D. Parallel scheme for polynomial multiplication. // Proceedings of math center named after N.I. Lobachevskiy. V. 23. Kazan. Kazan math community publishing house. 2004.
Malaschonok G.I. Complexity of fast multiplication on sparse structures. Textbook Algebra, Logic and Cybernetics. Proceeding of International conference, Irkutsk, p. 175—177.
Valeev Yu.D., Malaschonok G.I. On the forms of polynomials for parallel calculations Tambov University Reports, V.9, part. 1, 2004. P.149-150.
Malaschonok G.I., Ushakova E.V. Efficient "Mathematica": Problems of Mechanics. Textbook, Tambov, 2002. (Russian).
G.I. Malaschonok G.I., Ushakova E.V. Efficient "Mathematica": Problems of Simulation in Biology and Medicine. Textbook, Tambov, 2002. (Russian).
G.I. Malaschonok G.I., Ushakova E.V. Efficient "Mathematica": Problems of Heat Transfer. Textbook, Tambov, 2002. (Russian).
Abdeljaoued J., G.I. Malaschonok G.I. Efficient Algorithms for Computing the Characteristic Polynomial in a Domain, J. of Pure and Applied Algebra, V. 156, I. 2-3, 2001, 127-145. AbMa01.dvi (66k); AbMa01.pdf (131k).
Malaschonok G.I. Efficient "Mathematica": Problems of Mathematical Analysis. Textbook, Tambov, 2000. (Russian).
Malaschonok G.I. Efficient Methods of Mathematical Analysis, Tambov University Reports, V.4, N.4, 1999, 457-460.
Malaschonok G.I., Malaschonok N.A. Teaching of Efficient Mathematics, Tambov University Reports, V.4, N.4, 1999, 426-427.
Malaschonok G.I. The automorphism groups of the fourth order algebras with two (anti-) commutative generators. Proceedings of the conference III Derzhavinskie Chtenia, Tambov State University, Tambov, 1998, 11-12 (Russian).
Malaschonok G.I. Recursive method for solution of systems of linear equations over commutative rings. Proceedings of the conference II Derzhavinskie Chtenia, Tambov State University, Tambov, 1997, 17-18 (Russian).
Malaschonok G.I. About complexity of the recursive method for solution linear systems over commutative rings. Proceedings of the conference II Derzhavinskie Chtenia, Tambov State University, Tambov, 1997, 16-17 (Russian).
Zhukovskaya T.V., Malaschonok G.I., Romanenko G.V. Book of problems in higher mathematics. Textbook, TM High Aviation School, Tambov, 1994, (Russian).
Akritas A.G., Akritas E.K., Malaschonok G.I. Matrix computation of subresultant polynomial remainder sequences in integral domains. International Conference INTERVAL'94 on Interval And Computer-Algebraic Methods in Science and Engineering, St.-Peterburg, March 7-10, 1994, 18-22.
Akritas A.G., Akritas E.K., Malaschonok G.I. Various Proofs of Sylvester's (Determinant) Identity. Proceedings SC 93, International IMACS Symposium on Symbolic Computation, 14-17 June 1993, Lille, France, 228-230.
Malaschonok G.I. Device for calculation of linear convolution, Copyright Certificate SU 1681309 A1 (G06F 15/ 31,9/34) 01.06.1991 (Russian).
Malaschonok G.I. Computer algebra in modern computing systems. Social-technic-economical systems: optimality, stability, survivability, Institute of cybernetics Ukrain. Acad. Sci., Kiev, 1989, 38-46 (Russian).
Malaschonok G.I. The universal conveyor uniform co-processor. Problems of the programming of the uniform computing environments, Inst. Appl. Probl. of Math. and Mech., Preprint N 7, 1989, 35-40 (Russian).
Malaschonok G.I. The construction principles for modular element of the computing environment. High-duty computing systems, Inst. Appl. Probl. of Math. and Mech., Preprint N 6-89, Lvov, 1989, 18-29 (Russian).
Malaschonok G.I. Modular parallelizing. Systolic computing structures, Inst. Appl. Probl. of Math. and Mech., Preprint N 3-87, 1988, 52-53. (Russian).
Malaschonok G.I. The program of the solution of linear equations in the residue ring of integers. Fund of algorithms and programs Ukrain. Acad. Sci., N APO176, 3.10.1987 (Russian).
Malaschonok G.I. System of linear equations in a commutative ring. Ph.D. thesis, Kiev Univ., Kiev, 1986 (Russian).
Malaschonok G.I., Tarasevich V.A. Algorithm of restoration of the information in sea MTS. The 4-th All-Union seminar Fundamental problems of sea electromagnetic researches, Kaciveli, October, 1986, (Russian).
Malaschonok G.I. System of linear equations over commutative ring. Phys.-Mech. Inst. of the Ukrain. Acad. Sci., Lvov, Preprint N 114, 1986 (Russian).
Malaschonok G.I. Electrodynamics in Dirac's Hamiltonian form. VINITI, No. 1077-83 01.03.1983. P. 90-93 (Russian).
Lapshinov O.N., Malaschonok G.I. Optimization the multiple-valued read-only storage. Multiple-valued elements, structures, systems. Naukova Dumka, Kiev, 1983. P. 32-42 (Russian).
J.V. Kovalchuk-Ivanuk, Ya.G. Brativnyk, G.I. Malaschonok. About one numerical method of determination of polynomial-parameters of the electronic circuits. Automation of communication means designing, EKOS, Moscow, 1979 P. 86-90 (Russian).

References: V. 
 V. 
 V. 
 V. 
 V. 
 V. 
 V. 
 V. 
 V. 
 V. 
 V. 
 V. 
 V. 
 V. 
 V. 
 V. 
 V. 
 v. 
 V. 
 V. 
 V. 
 V. 
 V. 
 V. 
 V. 
 V.