Citation: Iv. Andronov et Bp. Belinskiy, SOMMERFELDS FORMULA AND UNIQUENESS FOR THE BOUNDARY-VALUE CONTACT PROBLEMS, Journal of physics. A, mathematical and general, 31(22), 1998, pp. 405-411
Citation: Iv. Andronov et Bp. Belinskiy, ACOUSTIC SCATTERING ON AN ELASTIC PLATE DESCRIBED BY THE TIMOSHENKO MODEL - CONTACT CONDITIONS AND UNIQUENESS OF THE SOLUTION, The Journal of the Acoustical Society of America, 103(2), 1998, pp. 673-682
Citation: Iv. Andronov et Bp. Belinskii, SCATTERING OF HYDROACOUSTIC WAVES BY A NARROW CRACK IN AN ELASTIC PLATE, Journal of applied mathematics and mechanics, 61(2), 1997, pp. 195-202
Citation: Iv. Andronov et al., THE CONNECTION BETWEEN THE SCATTERING DIAGRAM AND THE AMPLITUDES OF THE SURFACE-WAVES FOR ACOUSTIC SCATTERING BY A BAFFLED FLEXIBLE PLATE, Journal of sound and vibration, 195(4), 1996, pp. 667-673
Citation: Iv. Andronov et D. Bouche, ASYMPTOTIC-EXPANSION OF THE ELECTROMAGNETIC-FIELD INDUCED BY A DIPOLEON THE SURFACE OF A PERFECTLY CONDUCTING CONVEX BODY, Journal of electromagnetic waves and applications, 9(7-8), 1995, pp. 905-924
Citation: Iv. Andronov et Bp. Belinskii, SCATTERING OF A FLEXURAL WAVE BY A FINITE STRAIGHT CRACK IN AN ELASTIC PLATE, Journal of sound and vibration, 180(1), 1995, pp. 1-16
Citation: Iv. Andronov, APPLICATION OF ZERO-RADIUS POTENTIALS TO PROBLEMS OF DIFFRACTION BY SMALL IN HOMOGENEITIES IN ELASTIC PLATES, Journal of applied mathematics and mechanics, 59(3), 1995, pp. 425-437
Citation: Iv. Andronov et D. Bouche, CREEPING WAVES ON A CONVEX OBJECT SATISFY ING AN ANISOTROPIC IMPEDANCE BOUNDARY-CONDITION, Annales des telecommunications, 49(3-4), 1994, pp. 194-198
Citation: Iv. Andronov et D. Bouche, COMPUTATION OF THE 2ND TERM OF THE PROPAG ATION CONSTANT OF CREEPING WAVES BY THE BOUNDARY-LAYER METHOD, Annales des telecommunications, 49(3-4), 1994, pp. 199-204
Citation: Iv. Andronov et D. Bouche, ASYMPTOTIC OF CREEPING WAVES ON A STRONGLY PROLATE BODY, Annales des telecommunications, 49(3-4), 1994, pp. 205-210
Citation: Iv. Andronov, APPLICATION OF ZERO-RANGE MODELS TO THE PROBLEM OF DIFFRACTION BY A SMALL HOLE IN ELASTIC PLATE, Journal of mathematical physics, 34(6), 1993, pp. 2226-2241
Citation: Iv. Andronov, THE PROPAGATION OF SOUND IN A FLUID UNDER AN ELASTIC PLATE WITH A CRACK, Journal of applied mathematics and mechanics, 57(2), 1993, pp. 363-369