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Results: 1-25 |
Results: 25
SOLVABLE MODEL OF A DOUBLE-QUANTUM ELECTRON LAYER IN A MAGNETIC-FIELD
Authors: GEYLER VA POPOV IY
Citation: Va. Geyler et Iy. Popov, SOLVABLE MODEL OF A DOUBLE-QUANTUM ELECTRON LAYER IN A MAGNETIC-FIELD, Proceedings - Royal Society. Mathematical, physical and engineering sciences, 454(1970), 1998, pp. 697-705
GEOGRAPHIC VARIABILITY AND EVOLUTIONARY S YNTHESIS
Authors: GALL YM POPOV IY
Citation: Ym. Gall et Iy. Popov, GEOGRAPHIC VARIABILITY AND EVOLUTIONARY S YNTHESIS, Zurnal obsej biologii, 59(3), 1998, pp. 302-317
DO SHREWS HAVE AN IMPACT ON SOIL INVERTEBRATES IN EURASIAN FORESTS
Authors: SHVARTS EA CHERNYSHEV NV POPOV IY
Citation: Ea. Shvarts et al., DO SHREWS HAVE AN IMPACT ON SOIL INVERTEBRATES IN EURASIAN FORESTS, Ecoscience, 4(2), 1997, pp. 158-162
THE NEW APPROACH TO THE ANALYSIS OF VARIA TION
Authors: KOVALENKO EE POPOV IY
Citation: Ee. Kovalenko et Iy. Popov, THE NEW APPROACH TO THE ANALYSIS OF VARIA TION, Zurnal obsej biologii, 58(1), 1997, pp. 70-83
THE EXTENSION THEORY, DOMAINS WITH SEMITRANSPARENT SURFACE AND THE MODEL OF QUANTUM-DOT
Authors: POPOV IY
Citation: Iy. Popov, THE EXTENSION THEORY, DOMAINS WITH SEMITRANSPARENT SURFACE AND THE MODEL OF QUANTUM-DOT, Proceedings - Royal Society. Mathematical, physical and engineering sciences, 452(1950), 1996, pp. 1505-1515
FLOWS IN 2-DIMENSIONAL NONAUTONOMOUS PHASES IN POLYCRYSTALLINE SYSTEMS
Authors: GUSAROV VV POPOV IY
Citation: Vv. Gusarov et Iy. Popov, FLOWS IN 2-DIMENSIONAL NONAUTONOMOUS PHASES IN POLYCRYSTALLINE SYSTEMS, Nuovo cimento della Societa italiana di fisica. D, Condensed matter,atomic, molecular and chemical physics, biophysics, 18(7), 1996, pp. 799-805
EIGENVALUES AND BANDS IMBEDDED IN THE CONTINUOUS-SPECTRUM FOR A SYSTEM OF RESONATORS AND A WAVE-GUIDE - SOLVABLE MODEL
Authors: POPOV IY POPOVA SL
Citation: Iy. Popov et Sl. Popova, EIGENVALUES AND BANDS IMBEDDED IN THE CONTINUOUS-SPECTRUM FOR A SYSTEM OF RESONATORS AND A WAVE-GUIDE - SOLVABLE MODEL, Physics letters. A, 222(4), 1996, pp. 286-290
EIGENVALUES ON THE CONTINUOUS-SPECTRUM FO R THE WAVE-GUIDE-RESONATORSSYSTEM - OBVIOUSLY SOLUBLE MODEL
Authors: POPOV IY POPOVA SL
Citation: Iy. Popov et Sl. Popova, EIGENVALUES ON THE CONTINUOUS-SPECTRUM FO R THE WAVE-GUIDE-RESONATORSSYSTEM - OBVIOUSLY SOLUBLE MODEL, Pis'ma v Zurnal tehniceskoj fiziki, 22(20), 1996, pp. 19-22
HYDROTRON - CREEP AND SLIP
Authors: GUGEL YV POPOV IY POPOVA SL
Citation: Yv. Gugel et al., HYDROTRON - CREEP AND SLIP, Fluid dynamics research, 18(4), 1996, pp. 199-210
BALLISTIC TRANSPORT IN NANOSTRUCTURES - EXPLICITLY SOLVABLE MODELS
Authors: GEILER VA POPOV IY
Citation: Va. Geiler et Iy. Popov, BALLISTIC TRANSPORT IN NANOSTRUCTURES - EXPLICITLY SOLVABLE MODELS, Theoretical and mathematical physics, 107(1), 1996, pp. 427-434
SPECTRAL PROPERTIES OF A CHARGED-PARTICLE IN ANTIDOT ARRAY - A LIMITING CASE OF QUANTUM BILLIARD
Authors: GEYLER VA PAVLOV BS POPOV IY
Citation: Va. Geyler et al., SPECTRAL PROPERTIES OF A CHARGED-PARTICLE IN ANTIDOT ARRAY - A LIMITING CASE OF QUANTUM BILLIARD, Journal of mathematical physics, 37(10), 1996, pp. 5171-5194
TOPOLOGICAL-STRUCTURE OF THE FIBER BUNDLE OF FERMION EIGENVECTORS ON A LATTICE IN A MAGNETIC-FIELD
Authors: GEILER VA POPOV IY
Citation: Va. Geiler et Iy. Popov, TOPOLOGICAL-STRUCTURE OF THE FIBER BUNDLE OF FERMION EIGENVECTORS ON A LATTICE IN A MAGNETIC-FIELD, JETP letters, 63(5), 1996, pp. 381-383
PERIODIC ARRAY OF QUANTUM DOTS IN A MAGNETIC-FIELD - IRRATIONAL FLUX HONEYCOMB LATTICE
Authors: GEYLER VA POPOV IY
Citation: Va. Geyler et Iy. Popov, PERIODIC ARRAY OF QUANTUM DOTS IN A MAGNETIC-FIELD - IRRATIONAL FLUX HONEYCOMB LATTICE, Zeitschrift fur Physik. B, Condensed matter, 98(4), 1995, pp. 473-477
ON THE MESOSCOPIC GATE
Authors: POPOV IY POPOVA SL
Citation: Iy. Popov et Sl. Popova, ON THE MESOSCOPIC GATE, Acta Physica Polonica. A, 88(6), 1995, pp. 1113-1117
GROUP-THEORETICAL ANALYSIS OF LATTICE HAMILTONIANS WITH A MAGNETIC-FIELD
Authors: GEYLER VA POPOV IY
Citation: Va. Geyler et Iy. Popov, GROUP-THEORETICAL ANALYSIS OF LATTICE HAMILTONIANS WITH A MAGNETIC-FIELD, Physics letters. A, 201(4), 1995, pp. 359-364
THE OPERATOR EXTENSION THEORY, SEMITRANSPARENT SURFACE AND SHORT-RANGE POTENTIAL
Authors: POPOV IY
Citation: Iy. Popov, THE OPERATOR EXTENSION THEORY, SEMITRANSPARENT SURFACE AND SHORT-RANGE POTENTIAL, Mathematical proceedings of the Cambridge Philosophical Society, 118, 1995, pp. 555-563
STRATIFIED FLOW IN AN ELECTRIC-FIELD, THE SCHRODINGER-EQUATION, AND THE OPERATOR EXTENSION THEORY MODEL
Authors: POPOV IY
Citation: Iy. Popov, STRATIFIED FLOW IN AN ELECTRIC-FIELD, THE SCHRODINGER-EQUATION, AND THE OPERATOR EXTENSION THEORY MODEL, Theoretical and mathematical physics, 103(2), 1995, pp. 535-542
TRANSFORMATION TRANSPORT PROCESSES AND FORMATION OF DYNAMIC STRUCTURES IN 2-DIMENSIONAL NONAUTONOMOUS PHASES DURING THERMOMECHANICAL TREATMENT OF POLYCRYSTALLINE OXIDE SYSTEMS
Authors: GUSAROV VV POPOV IY GUGEL YV
Citation: Vv. Gusarov et al., TRANSFORMATION TRANSPORT PROCESSES AND FORMATION OF DYNAMIC STRUCTURES IN 2-DIMENSIONAL NONAUTONOMOUS PHASES DURING THERMOMECHANICAL TREATMENT OF POLYCRYSTALLINE OXIDE SYSTEMS, Russian journal of applied chemistry, 67(7), 1994, pp. 988-991
THE SPECTRUM OF A MAGNETO-BLOCH ELECTRON IN A PERIODIC ARRAY OF QUANTUM DOTS - EXPLICITLY SOLVABLE MODEL
Authors: GEYLER VA POPOV IY
Citation: Va. Geyler et Iy. Popov, THE SPECTRUM OF A MAGNETO-BLOCH ELECTRON IN A PERIODIC ARRAY OF QUANTUM DOTS - EXPLICITLY SOLVABLE MODEL, Zeitschrift fur Physik. B, Condensed matter, 93(4), 1994, pp. 437-439
RESONANT-TUNNELING IN ZERO-DIMENSIONAL SYSTEMS - EXPLICITLY SOLVABLE MODEL
Authors: GEYLER VA POPOV IY
Citation: Va. Geyler et Iy. Popov, RESONANT-TUNNELING IN ZERO-DIMENSIONAL SYSTEMS - EXPLICITLY SOLVABLE MODEL, Physics letters. A, 187(5-6), 1994, pp. 410-412
QUANTUM POINT MODEL AS RESONATOR WITH SEM ITRANSPARENT BOUNDARY
Authors: POPOV IY
Citation: Iy. Popov, QUANTUM POINT MODEL AS RESONATOR WITH SEM ITRANSPARENT BOUNDARY, Fizika tverdogo tela, 36(7), 1994, pp. 1918-1922
MODEL OF ZERO WIDTH GAPS AND RESONANCE EF FECTS IN QUANTUM WAVE-GUIDE
Authors: POPOV IY POPOVA SL
Citation: Iy. Popov et Sl. Popova, MODEL OF ZERO WIDTH GAPS AND RESONANCE EF FECTS IN QUANTUM WAVE-GUIDE, Zurnal tehniceskoj fiziki, 64(1), 1994, pp. 23-31
THE HELMHOLTZ RESONATOR AND THE THEORY OF OPERATOR EXTENSIONS IN A SPACE WITH INDEFINITE METRIC
Authors: POPOV IY
Citation: Iy. Popov, THE HELMHOLTZ RESONATOR AND THE THEORY OF OPERATOR EXTENSIONS IN A SPACE WITH INDEFINITE METRIC, Sbornik. Mathematics, 75(2), 1993, pp. 285-315
ZERO-WIDTH SLIT MODEL AND RESONANCES IN MESOSCOPIC SYSTEMS
Authors: POPOV IY POPOVA SL
Citation: Iy. Popov et Sl. Popova, ZERO-WIDTH SLIT MODEL AND RESONANCES IN MESOSCOPIC SYSTEMS, Europhysics letters, 24(5), 1993, pp. 373-377
OPERATOR EXTENSIONS THEORY AND EDDIES IN CREEPING FLOW
Authors: POPOV IY
Citation: Iy. Popov, OPERATOR EXTENSIONS THEORY AND EDDIES IN CREEPING FLOW, Physica scripta. T, 47(5), 1993, pp. 682-686
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