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King, Billingham and Otto - Differential equations - Linear, Nonlinear, Ordinary, Partial - Cambridge - 2003.pdf

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King, Billingham and Otto - Differential equations - Linear, Nonlinear, Ordinary, Partial - Cambridge - 2003.pdf
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King et al - Differential Equations Linear, Nonlinear, Ordinary, Partial - 2003.pdf
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Kirillov - Elrements of the theory of presentations.djvu
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King Billingham and Otto - Differential Equations - Linear, Nonlinear, Ordinary, Partial -.pdf
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Kirillov - Introduction to Lie Groups and Lie Algebras.pdf
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Kincaid and Cheney - Numerical analysis.djvu
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Kirillov - Lectures on the Orbit Method - AMS - 2004.pdf
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Kincaid and Cheney - Numerical analysis - 1991.djvu
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Kirilov - Introduction to Lie groups.pdf
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Kim and Olver - Geometric integration via multi-space, Regular and Chaotic Dynamics 9 (2004) 213-226..pdf
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Kirk - Optimal Control Theory. An Introduction - 2004.pdf
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Kim - Symmetric Collocation Methods for Linear PDEs - 2006.pdf
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Kirsch - An Introduction to the Mathematical Theory of Inverse Problems.pdf
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Kim - Math problem book - I.pdf
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Kisele et al - Symmetry algebras of Lagrangian Liouville-type systems.pdf
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Kim - Invariantization of numerical schemes using moving frames.pdf
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Kiselef - On geometry of the Liouville equation.pdf
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Kim - Invariantization of Numerical Schemes Using Moving Frames - 2006.pdf
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Kiselev - Methods of geometry of differential equations in analysis of the integrable field theory models (2).pdf
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Kichenassamy, Kumar, Olver, Tannenbaum and Yezzi - Conformal curvature flows from phase transitions to active vision, Arch. Rat. Mech. Anal. 134 (1996) 275-301..pdf
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