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• W2045950435 endingPage "622" @default.
• W2045950435 startingPage "515" @default.
• W2045950435 abstract "ContentsIntroduction Chapter I. Differential geometry of symplectic structures on loop spaces of smooth manifolds § 1.1. Symplectic and Poisson structures on loop spaces of smooth manifolds. Basic definitions § 1.2. Homogeneous symplectic structures of the first order on loop spaces of pseudo-Riemannian manifolds and two-dimensional non-linear sigma-models with torsion § 1.3. Symplectic and Poisson structures of degenerate Lagrangian systems § 1.4. Homogeneous symplectic structures of the second order on loop spaces of almost symplectic and symplectic manifolds and symplectic connections § 1.5. Complexes of homogeneous forms on loop spaces of smooth manifolds and their cohomology groupsChapter II. Local and non-local Poisson structures of differential-geometric type § 2.1. Riemannian geometry of multidimensional local Poisson structures of hydrodynamic type § 2.2. Hamiltonian systems of hydrodynamic type and metrics of constant Riemannian curvature § 2.3. Non-homogeneous Hamiltonian systems of hydrodynamic type § 2.4. Killing-Poisson bivectors on spaces of constant Riemannian curvature and bi-Hamiltonian structure of the generalized Heisenberg magnets § 2.5. Homogeneous Poisson structures of differential-geometric typeChapter III. The equations of associativity in two-dimensional topological field theory and non-diagonalizable integrable systems of hydrodynamic type § 3.1. Equations of associativity as non-diagonalizable integrable homogeneous systems of hydrodynamic type § 3.2. Poisson and symplectic structures of the equations of associativity § 3.3. Theorem on a canonical Hamiltonian representation of the restriction of an arbitrary evolution system to the set of stationary points of its non-degenerate integral and its applications to the equations of associativity and systems of hydrodynamic type Bibliography" @default.
• W2045950435 created "2016-06-24" @default.
• W2045950435 creator A5049028698 @default.
• W2045950435 date "1998-06-30" @default.
• W2045950435 modified "2023-10-16" @default.
• W2045950435 title "Symplectic and Poisson structures on loop spaces of smooth manifolds, and integrable systems" @default.
• W2045950435 cites W1521691319 @default.
• W2045950435 cites W1524038673 @default.
• W2045950435 cites W1551335708 @default.
• W2045950435 cites W1553509062 @default.
• W2045950435 cites W1572115049 @default.
• W2045950435 cites W1573927207 @default.
• W2045950435 cites W1586369843 @default.
• W2045950435 cites W1608836380 @default.
• W2045950435 cites W1620600570 @default.
• W2045950435 cites W1627346015 @default.
• W2045950435 cites W1642629289 @default.
• W2045950435 cites W1659926941 @default.
• W2045950435 cites W166198181 @default.
• W2045950435 cites W1694770817 @default.
• W2045950435 cites W171592443 @default.
• W2045950435 cites W1916008908 @default.
• W2045950435 cites W1959074930 @default.
• W2045950435 cites W1964222911 @default.
• W2045950435 cites W1965913414 @default.
• W2045950435 cites W1968576294 @default.
• W2045950435 cites W1969892217 @default.
• W2045950435 cites W1971244500 @default.
• W2045950435 cites W1973107894 @default.
• W2045950435 cites W1973955942 @default.
• W2045950435 cites W1974753267 @default.
• W2045950435 cites W1976433546 @default.
• W2045950435 cites W1977702181 @default.
• W2045950435 cites W1982741561 @default.
• W2045950435 cites W1983508668 @default.
• W2045950435 cites W1984363997 @default.
• W2045950435 cites W1984417688 @default.
• W2045950435 cites W1990414802 @default.
• W2045950435 cites W1991015080 @default.
• W2045950435 cites W1991823808 @default.
• W2045950435 cites W1992915138 @default.
• W2045950435 cites W1994162076 @default.
• W2045950435 cites W1994854346 @default.
• W2045950435 cites W1995080982 @default.
• W2045950435 cites W1997214395 @default.
• W2045950435 cites W2001477815 @default.
• W2045950435 cites W2003818947 @default.
• W2045950435 cites W2004455429 @default.
• W2045950435 cites W2005871147 @default.
• W2045950435 cites W2008024201 @default.
• W2045950435 cites W2008383775 @default.
• W2045950435 cites W2009117044 @default.
• W2045950435 cites W2011083542 @default.
• W2045950435 cites W2013252218 @default.
• W2045950435 cites W2014043634 @default.
• W2045950435 cites W2015389217 @default.
• W2045950435 cites W2017506422 @default.
• W2045950435 cites W2017613380 @default.
• W2045950435 cites W2017812896 @default.
• W2045950435 cites W2019099461 @default.
• W2045950435 cites W2022668385 @default.
• W2045950435 cites W2029627181 @default.
• W2045950435 cites W2029717698 @default.
• W2045950435 cites W2032214960 @default.
• W2045950435 cites W2033047171 @default.
• W2045950435 cites W2033251586 @default.
• W2045950435 cites W2035456872 @default.
• W2045950435 cites W2035979363 @default.
• W2045950435 cites W2036023124 @default.
• W2045950435 cites W2039717986 @default.
• W2045950435 cites W2041556893 @default.
• W2045950435 cites W2043128133 @default.
• W2045950435 cites W2043345822 @default.
• W2045950435 cites W2044049203 @default.
• W2045950435 cites W2044670836 @default.
• W2045950435 cites W2047903587 @default.
• W2045950435 cites W2048546986 @default.
• W2045950435 cites W2049057360 @default.
• W2045950435 cites W2049247619 @default.
• W2045950435 cites W2049681398 @default.
• W2045950435 cites W2049884677 @default.
• W2045950435 cites W2051248923 @default.
• W2045950435 cites W2052588167 @default.
• W2045950435 cites W2056071888 @default.
• W2045950435 cites W2057587548 @default.
• W2045950435 cites W2058150759 @default.
• W2045950435 cites W2060167982 @default.
• W2045950435 cites W2060351756 @default.
• W2045950435 cites W2062541392 @default.
• W2045950435 cites W2065761068 @default.
• W2045950435 cites W2067919295 @default.
• W2045950435 cites W2069644858 @default.
• W2045950435 cites W2070721473 @default.
• W2045950435 cites W2070839381 @default.
• W2045950435 cites W2070891992 @default.
• W2045950435 cites W2071169644 @default.
• W2045950435 cites W2071828573 @default.
• W2045950435 cites W2072378792 @default.

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