BROWNIAN MOTION IN A GAS OF NONINTERACTING MOLECULES

[1] Chandrasekhar S., 1943, REVS MODERN PHYSICS, V15, P2

[2] CRAMER H, 1946, MATH METHODS STATIST

[3] Gibbs J.W., 1902, ELEMENTARY PRINCIPLE

[4] KHINTCHIN, 1949, MATH F STATISTICAL M

[5] THE STATISTICAL MECHANICAL THEORY OF TRANSPORT PROCESSES .1. GENERAL THEORY [J]. JOURNAL OF CHEMICAL PHYSICS, 1946, 14 (03) : 180 - 201

[6] LORENTZ HA, 1912, THEORIES STATISTIQUE

[7] Brownian movements in gases at low pressures. [J]. PHYSICAL REVIEW, 1913, 1 (03): : 218 - 221

[8] RAYLEIGH, 1891, PHILOS MAG, V32, P424

[9] von Smoluchowski M, 1906, ANN PHYS-BERLIN, V21, P756

[1] Chandrasekhar S., 1943, REVS MODERN PHYSICS, V15, P2

[2] CRAMER H, 1946, MATH METHODS STATIST

[3] Gibbs J.W., 1902, ELEMENTARY PRINCIPLE

[4] KHINTCHIN, 1949, MATH F STATISTICAL M

[5] THE STATISTICAL MECHANICAL THEORY OF TRANSPORT PROCESSES .1. GENERAL THEORY [J]. JOURNAL OF CHEMICAL PHYSICS, 1946, 14 (03) : 180 - 201

[6] LORENTZ HA, 1912, THEORIES STATISTIQUE

[7] Brownian movements in gases at low pressures. [J]. PHYSICAL REVIEW, 1913, 1 (03): : 218 - 221

[8] RAYLEIGH, 1891, PHILOS MAG, V32, P424

[9] von Smoluchowski M, 1906, ANN PHYS-BERLIN, V21, P756