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L.A.Beklaryan. A Boundery Value Problem for a Differentional Equation with Deviating Argument // Doklady Academii Nauk SSSR Vol. 291 (1986), N1; English transl. in Soviet Math. Dokl. Vol. 34 (1987), N3.
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L.A.Beklaryan. On a Method of Regularization of Boundery Value Problems for Differentional Equations with Deviating Argument // Doklady Academii Nauk SSSR Vol. 317 (1991), N5; English transl. in Soviet Math. Dokl. Vol. 43 (1991), N2.
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L.A.Beklaryan. An Optimal Problem for Systems with Deviating Argument, and Its Connection with the Finitely Generated Group of Homeomorphisms of R Generated by the Deviation Funations // Doklady Academii Nauk SSSR Vol. 317 (1991), N6; English transl. in Soviet Math. Dokl. Vol. 43 (1991), N2.
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L.A.Beklaryan. The Structure of the Quotient Group of a Group of Orientation-Preserving Homeomorphisms of R Modulo the Subgroup Generated by Union of Stabilizers // Rossiyskaya Academia Nauk. Doklady Vol. 331 (1993), N2; English transl. in Russian Acad.Sci.Dokl. Math. Vol. 48 (1994), N1.
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L.A.Beklaryan. Invariant and Projectively-Inveriant Measures for Orientation-Preserving Homeomorphisms of R // Rossiyskaya Academia Nauk. Doklady Vol. 332 (1993), N2; English transl. in Russian Acad.Sci.Dokl. Math. Vol. 48 (1994), N2.
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L.A.Beklaryan. To the theory of the linear differential equations with deviating argument // Uspehi Matematicheskih Nauk Vol.49 (1994), N6.
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L.A.Beklaryan. On the Classification of Groups of Orientation-Preserving Homeomorphisms of R. I. Invariant Measures // Matematicheskii Sbornic vol.187 (1996), N3; English transl. in Sbornik: Mathematics Vol. 187, N3.
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L.A.Beklaryan. On the Classification of Groups of Orientation-Preserving Homeomorphisms of R. II. Projectively-Invariant Measures // Matematicheskii Sbornic vol.187 (1996), N4; English transl. in Sbornik: Mathematics Vol. 187, N4.
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L.A.Beklaryan. The Criterion of the Existence of Projectively-Inveriant Measures for group of Orientation-Preserving Homeomorphisms of R, connected with structure of the set of fixed points // Uspehi Matematicheskih Nauk Vol.51 (1996), N3.
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L.A.Beklaryan. Introduction the Qualitative Theory of Equations with Deviating Argument and Their Applications. – Moscow: CEMI Russian Academy of Sciences, 1996.
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L.A.Beklaryan. Specific Group Properties of Differential Equations with Deviating Argument. Introduction to the Linear Theory // Matematicheskie Zametki, Vol.63 (1998), N4; English transl. in Mathematical Notes, Vol. 63 (1998), N4.
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L.A.Beklaryan. On the Classification of Groups of Orientation-Preserving Homeomorphisms of R. III. Omega-Projectively-Invariant Measuresn // Matematicheskii Sbornic Vol.190 (1999), N4; English transl. in Sbornik: Mathematics Vol. 190, N4.
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L.A.Beklaryan. Group Features of Differential Equations with Deviating Argument and Connected with This the Metrical Invarians// Itogi Nauki i Tehniki Vol.67 (1999) (Dynamical Systims).
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L.A.Beklaryan. On a Criterion for the Topological Conjugacy of a quasisymmetric Group to a Group of Affine Transformations of R // Matematicheskii Sbornic Vol.191 (2000), N6; English transl. in Sbornik: Mathematics Vol. 191, N6.
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L.A.Beklaryan. About Canonical Types of the Differential Equations with Deviating Argument // Functional Differential Equations Vol.8 (2001), N1.
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L.A.Beklaryan. About Analog of Tit’s Alternative for Group of homeomorphisms of the circle and R // Matematicheskie Zametki, Vol.71 (2002), N3.
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L.A.Beklaryan. Equations of Advanced-Retarded Type and Solutions of Traveling-Wave Type for Infinite-Dimensional Dynamic Systems // J. of Mathem. Sciences, Vol.124 (2004), N4.
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L.A.Beklaryan. Introduction in the Theory of Functional Differential Equations and their Applications. The Group Approach // Modern Mathematics. Fundamental Directions, Vol.8 (2004).
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L.A.Beklaryan. Groups of Homeomorphisms of the Line and the Circle. Topological Characteristics and Metric Invariants // Russian Math. Surveys 59:4, (2004).
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L.A.Beklaryan. About Structure groups, which is quasisymmetric conjugacy to the group of an affine transformations of the line // Mathemat. Sbornik. Vol.196 (2005), N10.
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L.A.Beklaryan, N.Khachatryan. Trevelling wave type solutions in dynamic transport models // J. Functional Differential Equations, Vol.13 (2006), N2.
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L.A.Beklaryan, M.Kruchenov. About resolvability of the linear functional differential equations of pointwise type // J. Differen. Uravnenia. Vol.44 (2008), N5.
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L.A.Beklaryan. Groups transformations: topological characteristics and invariant measures, classification // J. Quasigroups and Related Systems. Vol.16 (2008), N2.
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L.A.Beklaryan, F.Belousov. The existence of periodical solutions for functional differential equations // J. Functional Differential Equations Vol.15 (2009), N4.
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L.A.Beklarian, L.V.Andzhelov. Model of Investor-Region Interection in the Case of Complete Informetion and with Precence of Restrictions on the Level of Total Taxation./Working paper# WP/98/046.-Moscow, CEMI Russian Academy of Science, 1998.-26 p. (Rus).
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L.A.Beklarian, S.V.Borisova. One-Product Dynamically Model with Inertial Properties of the System. /Working paper# WP/98/045.-Moscow, CEMI Russian Academy of Science, 1998.-22 p. (Rus).
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L.A.Beklarian, S.V.Borisova. One-Product Dynamically Model with Inertial Properties of Introduced and Outpated Prodactional Funds. /Working paper# WP/2000/093.-Moscow, CEMI Russian Academy of Science, 2000.-56 p. (Rus).
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L.A.Beklarian, S.V.Sotsky. On One Model of Agreement of an Investment Contract // Economica i Matematicheskie Metodi Vol.36 (2000), N3.
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L.A.Beklarian, S.V.Sotsky. Optimization of the Level of Capital Invested in the Problem of Investment Contract Agreement // Economica i Matematicheskie Metodi Vol.36 (2000), N4.
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L.A.Beklarian, A.C.Akopov. The Model of Behavior of Natural Monopoly in Conditions of a Transition Period. /Working paper# WP/2000/098.-Moscow, CEMI Russian Academy of Science, 2000.-70 p. (Rus).
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L.A.Beklarian, R.V.Khachaturov. Optimization of Procedure of Accomodation of the Capital Taking Into Consideration the Regional Investment and Financial Policy. /Working paper# WP/2001/132.-Moscow, CEMI Russian Academy of Science, 2000.-24 p. (Rus).