"úÁÐÉÓËÉ ÎÁÕÞÎÙÈ ÓÅÍÉÎÁÒÏ× ðïíé"

• âÁÂÉÞ ÷.í., íÏËÅÅ×Á î.÷. ï ÒÁÓÓÅÑÎÉÉ ÐÌÏÓËÏÊ ×ÏÌÎÙ ÐÒÏÚÒÁÞÎÙÍ ËÌÉÎÏÍ ....... 5(.ps.gz)
• âÅÌÉÛÅ× í.é. çÒÁÎÉÞÎÏÅ ÕÐÒÁ×ÌÅÎÉÅ É ÏÂÒÁÔÎÙÅ ÚÁÄÁÞÉ: ÏÄÎÏÍÅÒÎÙÊ ×ÁÒÉÁÎÔ BC-ÍÅÔÏÄÁ ....... 19(.ps.gz)
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• çÒÉËÕÒÏ× ÷.ü., ìÑÌÉÎÏ× í.á. äÉÆÒÁËÃÉÑ $H$-ÐÏÌÑÒÉÚÏ×ÁÎÎÏÊ ÐÏ×ÅÒÈÎÏÓÔÎÏÊ ×ÏÌÎÙ ÎÁ ÕÇÌÏ×ÏÍ ÉÚÌÏÍÅ ÔÏÎËÏÇÏ ÄÉÜÌÅËÔÒÉÞÅÓËÏÇÏ ÓÌÏÑ ....... 100(.ps.gz)
• úÁ×ÏÒÏÈÉÎ ç.ì. ï ÌÕÞÅ×ÏÍ ÍÅÔÏÄÅ ÄÌÑ ÓÒÅÄ âÉÏ ....... 112(.ps.gz)
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• ëÒÁÕËÌÉÓ á.ð., ëÒÁÕËÌÉÓ ð.÷., æÁÔØÑÎÏ× á.ç. òÅÚÏÎÁÎÓÎÙÅ ×ÏÌÎÙ × ÓÒÅÄÁÈ Ó ÏÓÌÁÂÌÅÎÎÙÍÉ ÇÒÁÎÉÃÁÍÉ ....... 150(.ps.gz)
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• íÏÌÏÔËÏ× ì.á. òÁÓÐÒÏÓÔÒÁÎÅÎÉÅ ×ÏÌÎ × ÉÚÏÌÉÒÏ×ÁÎÎÏÍ ÐÏÒÉÓÔÏÍ ÓÌÏÅ âÉÏ Ó ÚÁËÒÙÔÙÍÉ ÐÏÒÁÍÉ ÎÁ ÇÒÁÎÉÃÁÈ ....... 173(.ps.gz)
• íÏÇÏÔËÏ× ì.á. üÆÆÅËÔÉ×ÎÁÑ ÍÏÄÅÌØ ÐÏÒÉÓÔÏ-ÖÉÄËÏÊ ÓÒÅÄÙ ....... 190(.ps.gz)
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• ûÁÎÉÎ á.÷. ëÒÁÅ×ÙÅ ÆÕÎËÃÉÉ çÒÉÎÁ ÎÁ ÍÎÏÇÏÌÉÓÔÎÏÊ ÐÏ×ÅÒÈÎÏÓÔÉ. ðÏÓÔÁÎÏ×ËÁ ÚÁÄÁÞÉ ÏÐÒÅÄÅÌÅÎÉÑ ÎÅÉÚ×ÅÓÔÎÙÈ ËÏÎÓÔÁÎÔ ....... 220(.ps.gz)
• òÅÆÅÒÁÔÙ .......245 (.ps.gz)

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Contents
• Babich V. M, Mokeeva N. V. On the scattering of the plane wave by transparent wedge ....... 5
• Belishev M. I. Boundary control and inverse problems: one-dimensional variant of the BC-method ....... 19
• Blagovestchenskii A. S., Fedorenko D. A. The inverse problem for the acoustic equation in a weakly horizontally inhomogeneous medium ....... 81
• Grikurov V. E., Lyalinov M. A. Diffraction of an $H$-polarized surface wave by an abgular break of a thin dielectric slab ....... 100
• Zavorokhin G. L. On the ray method for the Biot medium ....... 112
• Kirpichnikova N. Ya. Raleigh waves radiated from a point source at the boundary free from tensions ....... 132
• Krauklis A. P., Krauklis P. V., Fatyanov A. G. Resonance waves in the media with nonwelded boundaries ....... 150
• Matskovskiy A. A. Diffraction of plane wave by a transparent wedge: Sommerfeld--Malyuzhinets approach ....... 157
• Molotkov L. A. Wave propagation in an isolated porous Biot layer with closed pores on the boundaries ....... 173
• Molotkov L. A. Effective model of a porous-fluid medium ....... 190
• Philippov V. B. Point source field near concave boundary ....... 212
• Shanin A. V. Edge Green's functions on branched surfaces. Formulation of the problem for finding unknown constants ....... 220
• Reviews .......245

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• Paging 249 pp.

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