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  1. 61
    Hypergeometric τ-Functions of the q-Painlevé System of Type E₇⁽¹⁾
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  2. 62
    Quantum oscillations as the tool for study of new functional materials (Review Article)
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  3. 63
    Positive Definite Functions on Complex Spheres and their Walks through Dimensions
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  4. 64
    A functional analytic method for the analysis of general partial differential equations
    by Sikolya, E.
    Published 2006
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  5. 65
    Integral manifolds for semilinear evolution equations and admissibility of function spaces
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  6. 66
    Foreign Missions of Ukrainian cooperative unions in the 1920s: the structure, functions, staff, activities
    by O. Danylenko
    Published 2010
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  7. 67
    Monogenic functions in commutative algebras associated with classical equations of mathematical physics
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  8. 68
    Local Minimizers of the Magnetic Ginzburg-Landau Functional with S¹-valued Order Parameter on the Boundary
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  9. 69
    Orthogonal Rational Functions on the Unit Circle with Prescribed Poles not on the Unit Circle
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  10. 70
    Circulating tumor cells in breast cancer: functional heterogeneity, pathogenetic and clinical aspects
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  11. 71
    Hard spheres at a planar hard wall: Simulations and density functional theory
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  12. 72
    Sorption Equilibria of Heavy Metals on Polysiloxane with Grafted 2-Aminoethylpyridine Functional Groups
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  13. 73
    On conformal invariants in problems of constructive function theory on sets of the real line
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  14. 74
    Well-posed reduction formulas for the q-Kampé-de-Fériet function
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  15. 75
    Percolation line, response functions, and Voronoi polyhedra analysis in supercritical water
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  16. 76
    Empirical investigation of the theory of production function, with the data of alloy production in Ukraine
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  17. 77
    Multi-Segment Linear Function Approximation to Nonlinear Shear Strength Envelope
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  18. 78
    To the Issue of Creation and Functioning of the U.S. Department of State (18th-19th Centuries)
    by T. Klynina
    Published 2017
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  19. 79
    Some Applications of Meijer G-Functions as Solutions of Differential Equations in Physical Models
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  20. 80
    Analysis of compressor functions for Laplacian source’s scalar compandоr construction
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