The Wentzel-Brillouin-Kramers method of solving the wave equation

[1] BOREL E, 1928, LECONS SERIES DIVERG, P21

[2] Brillouin L, 1926, CR HEBD ACAD SCI, V183, P24

[3] FORD WB, 1916, STUDIES DIVERGENT SE, P22

[4] HORN J, 1899, MATH ANN, V52, P271

[5] HORN J, 1927, GEWOHN DIFF GLEICH, P188

[6] Wave mechanics and half-integral quantisation [J]. ZEITSCHRIFT FUR PHYSIK, 1926, 39 (10/11): : 828 - 840

[7] SCHLESINGER L, 1922, GEWOHNLICHE DIFFERET, P248

[8] STOKES GG, MATH PHYS PAPERS, V4, P77

[9] STOKES GG, MATH PHYS PAPERS, V4, P283

[10] A generalisation of the quantum constraints for the purposes of the wave mechanics [J]. ZEITSCHRIFT FUR PHYSIK, 1926, 38 (6/7): : 518 - 529

[1] BOREL E, 1928, LECONS SERIES DIVERG, P21

[2] Brillouin L, 1926, CR HEBD ACAD SCI, V183, P24

[3] FORD WB, 1916, STUDIES DIVERGENT SE, P22

[4] HORN J, 1899, MATH ANN, V52, P271

[5] HORN J, 1927, GEWOHN DIFF GLEICH, P188

[6] Wave mechanics and half-integral quantisation [J]. ZEITSCHRIFT FUR PHYSIK, 1926, 39 (10/11): : 828 - 840

[7] SCHLESINGER L, 1922, GEWOHNLICHE DIFFERET, P248

[8] STOKES GG, MATH PHYS PAPERS, V4, P77

[9] STOKES GG, MATH PHYS PAPERS, V4, P283

[10] A generalisation of the quantum constraints for the purposes of the wave mechanics [J]. ZEITSCHRIFT FUR PHYSIK, 1926, 38 (6/7): : 518 - 529