Funktsional. Anal. i Prilozhen., 1988, Volume 22, Issue 1

Funktsional'nyi Analiz i ego Prilozheniya

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1988, Volume 22, Issue 1

	Poisson manifolds and the schouten bracket Yu. M. Vorob'ev, M. V. Karasev	1–11
	Twisted Picard–Lefschetz formulas A. B. Givental'	12–22
	Two-dimensional “inverse scattering problem” for negative energies and generalized-analytic functions. I. Energies below the ground state P. G. Grinevich, S. P. Novikov	23–33
	The proof of peterson's conjecture for $GL(2)$ over a global field of characteristic $p$ V. G. Drinfeld	34–54

Brief communications
	Some limit relations for multidimensional positive-definite toeplitz matrices V. M. Adamyan	55–56
	Regular and singular $J$-inner matrix-functions and the corresponding interpolation problems D. Z. Arov	57–59
	Connection between analytic properties of operator functions and smoothness of solutions of degenerate differential equations A. V. Babin	60–61
	Perturbation of the generating operator of an analytic semigroup L. M. Gershtein	62–63
	Capacity and deficient divisors I. M. Dektyarev	64–65
	Model representations of commutative systems of linear operators V. A. Zolotarev	66–68
	Invariant measures of Euler–Poincaré equations on Lie algebras V. V. Kozlov	69–70
	Supersymmetric elliptic and modular functions A. M. Levin	71–72
	Uniqueness theorems for analytic operator-valued functions with nonnegative imaginary part Ya. V. Mikityuk	73–74
	Harmonic functions with a given set of singularities N. S. Nadirashvili	75–76
	An orthogonal basis in irreducible projective representations of the symmetric group M. L. Nazarov	77–78
	Nonsingular finite-zone two-dimensional Schrödinger operators and prymians of real curves S. M. Natanzon	79–80
	Extremal problems with unstabilized integrands A. A. Pankov	81–82
	The chebyshev property of elliptic integrals G. S. Petrov	83–84
	A ground state in the Frenkel'-Kontorova model L. D. Pustyl'nikov	85–86
	Zeta functions in Nielsen theory A. L. Fel'shtyn	87–88
	$g$-analogues of Gel'fand–Tsetlin bases I. V. Cherednik	89–90
	Orientations of supermanifolds V. N. Shander	91–92

Functional Analysis and Its Applications

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