Mat. Zametki, 1999, Volume 65, Issue 4

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1999, Volume 65, Issue 4

	Identification of subsystems “majorized” by the Rademacher system S. V. Astashkin	483–495
	Averaging of operators with a fine-scaled structure of boundary conditions A. Yu. Belyaev, G. A. Chechkin	496–510
	Some remarks on star-shaped sets N. A. Bobylev	511–519
	On the oblique derivative problem in the theory of galvanomagnetic effects Yu. G. Gurevich, V. V. Kucherenko, É. Ramires de Areiano	520–532
	The majorization principle for $p$-valent functions V. N. Dubinin	533–541
	An estimate for Fourier images in a system of generalized eigenfunctions of the Schrödinger operator with a Stummel-type potential L. V. Kritskov	542–551
	On the absence of positive solutions of elliptic equations V. V. Kurta	552–561
	Higher approximations of the averaging method for quasilinear parabolic equations with a rapidly oscillating principal part in the case of the Cauchy problem V. B. Levenshtam	562–572
	Tensor products of idempotent semimodules. An algebraic approach G. L. Litvinov, V. P. Maslov, G. B. Shpiz	573–586
	Averaging of some quasidifferential equations T. A. Mel'nik	587–593
	The Clarkson–Erdös theorem for several variables S. G. Merzlyakov	594–598
	On a property of the Burkill SCP-integral V. A. Sklyarenko	599–606
	On simple Sagle algebras V. T. Filippov	607–611
	On the dependence of the growth exponent on the length of the defining relation A. G. Shukhov	612–618

Brief Communications
	On the spectral multiplicity function for dynamical systems O. N. Ageev	619–622
	Asymptotic behavior of the normalized eigenfunctions of an operator of Sturm–Liouville type for partial differential equations in an $N$-dimensional ball G. A. Aigunov	622–625
	Bases and isomorphisms of some Banach spaces associated with Hölder functions A. B. Bychkov	625–629
	On lattice points in polygons L. A. Moshchevitina	629–632
	Prospective conics and $M$-quintics in general position with a maximally intersecting pair of ovals S. Yu. Orevkov	632–635
	A topological criterion for the almost orthocomplementability of any functional on $\ell_2(C(X))$ P. S. Popov	636–640

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