VIBRATIONAL-MODES IN A ONE-DIMENSIONAL QUASI-ALLOY - THE MORSE CASE

[1] ALLOUCHE JP, 1986, CR ACAD SCI II, V302, P1135

[2] AXEL F, UNPUB

[3] CHRISTOL G, 1980, B SOC MATH FR, V108, P401

[4] DELANGE C, 1983, THESIS NIJMEGEN

[5] ABSENCE OF LOCALIZATION IN A CLASS OF SCHRODINGER-OPERATORS WITH QUASI-PERIODIC POTENTIAL [J]. COMMUNICATIONS IN MATHEMATICAL PHYSICS, 1986, 103 (03) : 441 - 444

[6] DUPAIN Y, 1986, ARCH MAT MECH ANAL

[7] HORI J, SPECTRAL PROPERTIES

[8] KITTEL C, INTRO PHYSIQUE SOLID

[9] CANTOR SPECTRUM FOR AN ALMOST PERIODIC SCHRODINGER-EQUATION AND A DYNAMICAL MAP [J]. PHYSICS LETTERS A, 1984, 102 (04) : 145 - 148

[10] LOCALIZATION PROBLEM IN ONE DIMENSION - MAPPING AND ESCAPE [J]. PHYSICAL REVIEW LETTERS, 1983, 50 (23) : 1870 - 1872

[1] ALLOUCHE JP, 1986, CR ACAD SCI II, V302, P1135

[2] AXEL F, UNPUB

[3] CHRISTOL G, 1980, B SOC MATH FR, V108, P401

[4] DELANGE C, 1983, THESIS NIJMEGEN

[5] ABSENCE OF LOCALIZATION IN A CLASS OF SCHRODINGER-OPERATORS WITH QUASI-PERIODIC POTENTIAL [J]. COMMUNICATIONS IN MATHEMATICAL PHYSICS, 1986, 103 (03) : 441 - 444

[6] DUPAIN Y, 1986, ARCH MAT MECH ANAL

[7] HORI J, SPECTRAL PROPERTIES

[8] KITTEL C, INTRO PHYSIQUE SOLID

[9] CANTOR SPECTRUM FOR AN ALMOST PERIODIC SCHRODINGER-EQUATION AND A DYNAMICAL MAP [J]. PHYSICS LETTERS A, 1984, 102 (04) : 145 - 148

[10] LOCALIZATION PROBLEM IN ONE DIMENSION - MAPPING AND ESCAPE [J]. PHYSICAL REVIEW LETTERS, 1983, 50 (23) : 1870 - 1872