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Desingularization algorithms. I. Role of exceptional divisors E. Bierstone, P. D. Mil'man
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751–805 |
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New singularities and perestroikas of fronts of linear waves I. A. Bogaevsky
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807–821 |
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Geometry of Whitney-type formulas Yu. M. Burman, M. Polyak
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823–832 |
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Variational principles for Lie–Poisson and Hamilton–Poincaré equations H. Sendra, J. E. Marsden, S. Pekarskii, T. S. Ratiu
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833–867 |
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An integral generalization of the Gusein-Zade–Natanzon theorem S. V. Chmutov
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869–879 |
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Decomposable skew-symmetric functions S. V. Duzhin
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881–888 |
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Apparent contours and their Legendrian deformations E. Ferrand
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889–898 |
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Cluster algebras and Poisson geometry M. Gekhtman, M. Z. Shapiro, A. D. Vainshtein
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899–934 |
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Defining equations for bifurcations and singularities J. Guckenheimer, Y. Xiang
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935–946 |
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Maximally inflected real rational curves V. M. Kharlamov, F. Sottile
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947–987 |
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Geometry of higher helicities B. A. Khesin
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989–1011 |
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$L$-convex-concave sets in real projective space and $L$-duality A. G. Khovanskii, D. Novikov
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1013–1037 |
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On averaging in two-frequency systems with small Hamiltonian and much smaller non-Hamiltonian perturbations A. I. Neishtadt
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1039–1052 |
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Pseudoholomorphic algebraically unrealizable curves S. Yu. Orevkov, E. I. Shustin
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1053–1083 |
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Degeneration of the Leray spectral sequence for certain geometric quotients C. Peters, J. Steenbrink
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1085–1095 |
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On the topology of singularities of Maxwell sets V. D. Sedykh
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1097–1112 |
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The classical KAM theory at the dawn of the twenty-first century M. B. Sevryuk
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1113–1144 |
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Spaces of Hermitian operators with simple spectra and their finite-order cohomology V. A. Vassiliev
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1145–1165 |
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The center problem for the Abel equation, compositions of functions, and moment conditions Y. Yomdin
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1167–1195 |