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Mikhailov, Shabat, and Yamilov - The symmetry approach to the classification of non-linear equations. Complete lists of Integrable systems.pdf

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Mikhailov, Shabat, and Yamilov - The symmetry approach to the classification of non-linear equations. Complete lists of Integrable systems.pdf
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Mikhailov and Sharipov - The geometry of point extensions of a class of second-order differential equations.pdf
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Mikhlin - Multidimensional Singular Integrals.pdf
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Mikhailov - The geometry of point extensions of a class of second-order differential equations.pdf
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Mikhlin and Proessdorf - Singular Integral Operators.djvu
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Mikhailov - Integrability.pdf
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Milcic - Lectures on Lie Groups - 2007.pdf
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Miguel - THREE LECTURES ON 3-ALGEBRAS.pdf
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Milicic - Lectures on Algebraic Theory of D-modules.pdf
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Michor and Mumford - An overview of the Riemannian metrics on spaces of curves using the Hamiltonian approach.pdf
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Milicic - Lectures on Lie Groups.pdf
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Michor - Topics in differential geometry, 2003..PDF
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Milicic - Localization and representation theory of reductive Lie groups - 1993.pdf
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Michor - Some Geometric Evolution Equations Arising as Geodesic Equations on Groups of Diffeomorphism, Including the Hamiltonian Approach.pdf
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Mililcic - Lectures on Lie groups - 2002.PDF
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Michor - Manifolds of differentiable mappings, 1980..PDF
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Miller - Lie Theory and Special Functions.pdf
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Michor - Isometric action of Lie groups and invariants - 1998.PDF
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Miller - Symmetry groups and their applications.djvu
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Michor - Functors and categories of Banach spaces, 1978..PDF
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