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Richards P.I. — Manual of Mathematical Physics
Richards P.I. — Manual of Mathematical Physics



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Название: Manual of Mathematical Physics

Автор: Richards P.I.

Язык: en

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1959

Количество страниц: 496

Добавлена в каталог: 24.11.2013

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Lifetime (of a quantum state)      142—143
Lifetime (of a quantum state), of positrons      184
Lift (force)      23
Limit theorems (probability theory)      425
Line (spectral) shapes, shifts and widths      142—144
Line integral      296
Linear equations, algebraic      301 303 305—306
Linear equations, algebraic, numerical solution of      307—309
Linear equations, differential, ordinary      335—340 346—352
Linear equations, differential, partial      354 359—372
Linear independence (of functions or vectors)      339 394
Linear manifold      394
Linear operator      412
Linear programming      391—392
Linear top (quantum)      164
Liouville’s theorem, analytic functions      317
Liouville’s theorem, in mechanics      249
Liquid state      221 249
Liquid state, cell theories of      221
Liquid state, classical transport formalism      249
Liquid state, diffusion in      250
Liquid state, hole theories of      221
Liquid state, radial-distribution theory of      214
Liquid state, Tait equation for      42
Liquid state, thermal conductivity      250
Liquid state, viscosity      250
London, approximation for van der Waals forces      210
Long range order parameter      217
Longitudinal electromagnetic fields      176
Longitudinal waves      19
Lorentz force equation      61
Lorentz gas mixtures      231
Lorentz gauge      67
Lorentz time dilation      111
Lorentz transformation      111
Lorentz transformation, invariance of Dirac equation under      175
Lorentz volume contraction      111
Madelung’s constant      191
Madelung’s rule      159
Magnetic dipole moment      70
Magnetic dipole moment, anomalous, of electron      186
Magnetic dipole moment, of fundamental particles      127 173 174
Magnetic dipole moment, quantum mechanical      127 139 173
magnetization      63
Magnetohydrodynamics      16 235—237
Magnification (of optical systems)      80
Malus’ Law      78
Manifold (in unitary space)      394
Manley — Rowe power relations      102
Mapping, conformal      318
Mapping, conformal, applications of      365
Mapping, fixed points in      262
Markoff, chains      429—431
Markoff, chains, decomposition of      429
Markoff, chains, periodic      430
Markoff, process      429
Maser      103 140
Mass, center of      6
Mass, conservation equation      13 228 372
Mass, definition of      3
Mass, effective      152
Mass, equivalence to energy      117
Mass, relativistic      116
Mass, renormalization of      185
Mass, rest      116
Mass-action laws, equilibrium      46—50
Mass-action laws, for reaction rates      238
Matching impedance      96
Material derivative      13
Mathematical induction      253
Mathieu differential equation      350
Matrix      303—314 396—401 403-406
Matrix, adjoint of      303
Matrix, algebra of      303—305
Matrix, antisymmetric      309
Matrix, as an operator in unitary space      396
Matrix, Cayley — Hamilton theorem for      311
Matrix, characteristic polynomial of      311
Matrix, conjugate of      309
Matrix, definite      310
Matrix, definition      301 303
Matrix, diagonalization of      399
Matrix, diagonalization of, simultaneous      401
Matrix, Dirac      172
Matrix, direct product      312
Matrix, eigenvalues and eigenvectors of      398
Matrix, eigenvalues and eigenvectors of, numerical computation      403—406
Matrix, element, of an operator      137 413
Matrix, element, of an operator, effective      145
Matrix, element, of an operator, note on calculation of      141
Matrix, function of      310 400
Matrix, geometric interpretation      400
Matrix, hermitian      309
Matrix, Hermitian-conjugate of      309
Matrix, high powers of      311
Matrix, identity      303
Matrix, inverse of      304
Matrix, inverse of, numerical computation      307—309
Matrix, mechanics      137
Matrix, mechanics, equivalence to wave mechanics      403
Matrix, mini-max theorem for      310
Matrix, minor of      305
Matrix, normal      309
Matrix, null      303
Matrix, operator      137 396 413 418
Matrix, orthogonal      309
Matrix, partitioned, partitioning of      305
Matrix, Pauli      173
Matrix, polar decomposition of      310
Matrix, positive definite, semidefinite      310
Matrix, product      304
Matrix, product, direct      312
Matrix, product, symmetrized      309
Matrix, rank of      305
Matrix, semi-definite      310
Matrix, spur (trace) of      138 312
Matrix, sub-matrix      305
Matrix, Sylvester’s expansion of      311
Matrix, symmetric      309
Matrix, symmetrized product      309
Matrix, trace of      138 312
Matrix, transpose of      309
Matrix, triangular decomposition of      307
Matrix, unitary      309 397
Matrizant      138 345 421
Maximum-modulus theorem      319
Maxwell distribution function      202
Maxwell equations, microscopic      60 61
Maxwell equations, microscopic, macroscopic      63
Maxwell molecules      231
Maxwell stress tensor      61
Mayer’s cluster integrals      212
Mayer’s functions      212
Mean free path      188
Mean recurrence time      428
Mean value, of a random variable      424
Mean value, quantum mechanical      125
Mean value, statistical mechanics      199
Mean value, statistical mechanics, classical limit      202
Mechanics      3—29
Mechanics, continuous media      12—29
Mechanics, elastic media      17—20
Mechanics, fluids      20—29
Mechanics, matrix-mechanics      137
Mechanics, matrix-mechanics, equivalence to wave mechanics      403
Mechanics, particles      3—12
Mechanics, quantum-mechanics      24—186
Mechanics, relativistic      116—119 120—123
Mechanics, rigid bodies      7—9 118
Mechanics, statistical      187—250
Mechanics, wave-mechanics      124—186
Mellin transform      330
Mellin transform, approximate inversion of      331
Meromorphic function      321
Meta-stability      31 195
Metric      402 412 437 443 445
Metric function      412
Metric tensor      120 437 443
Metric unitary space      402
microcanonical ensemble      195
Mini-max theorem      310 434
Minimal surface      29
Minimum-phase (transfer admittance)      99
Minor (of a matrix or determinant)      305
mks units      60
Mobility      189
Mobility, Einstein’s relation to diffusivity      189
Mobility, electron      235 243—247
Mobility, ion      240 250
Modal column or row      see Eigenvectors
Modes      see Normal modes
Mole fraction      45
Molecular chaos      226 230
Molecular flow      190
Molecular scattering      71
Molecular weight, determination of      52—53
Molecule, degrees of freedom of      40 202
Molecule, diatomic      40 154 163 207
Molecule, electronic energy of      162
Molecule, Hellman — Feynman theorem for      163
Molecule, Maxwell      231
Molecule, quantum mechanics of      161—171
Molecule, rigid sphere      231 232
Molecule, rotational energies of      164
Molecule, vibrational energies of      165
Moment, electric or magnetic (dipole)      63 70 127 139 173 186
Moment, of a function      286
Moment, of a function, fitting a function to      287—289
Moment, of forces      6
Moment, of inertia      7—9
Moment, of inertia, about a fixed axis      9
Moment, of inertia, principal      8
Moment, of inertia, tensor, about a fixed point      8
Moment, of inertia, tensor, relative to center-of-mass      7
Momentum      3 5
Momentum, -energy tensor      118 120
Momentum, angular      6 7 131
Momentum, conjugate      12
Momentum, conservation of      3 6 7 128
Momentum, electromagnetic      61 177
Momentum, operator (quantum)      125
Momentum, photon      129 177
Momentum, relativistic      116
Morse potential      155
Moving coordinates      4 294
Multinomial theorem      258
Multiple scattering      374—377 431—433
Multiplet      160
N-dimensional spaces      300 393
Nabla operator      295
Natural line width      142
Navier — Stokes equation      20
Navier — Stokes equation, dimensionless      21
Neel temperature      220
Negative temperature      39 221
Negentropy      see Information
Nernst effect      57
Nernst heat “theorem”      49
Neumann’s formula for inductance      87
Neumann’s series      383
Neutrino      174
Neutron diffusion, age equation      377
Newton — Cotes formula      277
Newton’s binomial theorem      258
Newton’s law of gravity      4
Newton’s laws of mechanics      3
Newton’s method for computing roots      255
Noise, definition      106
Noise, Gaussian      108
Noise, Johnson      225
Noise, Nyquist formula for      224
Noise, thermal      225
Noise, white      108
Nomographs      262—264
Non — Riemannian geometry      445—446
Non-central forces (quantum mechanics of)      157 158
Non-orthogonal coordinates      298 438
Non-reciprocal media      75
Nonlinear electric circuits      102—104
Norm, of a function      412
Norm, of a vector      393
Normal coordinates      11
Normal coordinates, quantum      166 170
Normal modes (eigenfunctions)      412—416
Normal modes (eigenfunctions), for integral equations      384—386
Normal modes (eigenfunctions), for linear partial differential equations      369
Normal modes (eigenfunctions), for wave-diffusion equation      362—363
Normal modes (eigenfunctions), number of      367 408
Normal vector (to a curve)      293
Normal vibrations, classical      11
Normal vibrations, quantum      166
North’s theorem      104
Null matrix      303
Numerical calculations, differential equations (ordinary)      338 343 344 351
Numerical calculations, eigenvalues of a matrix      403—406
Numerical calculations, eigenvalues of differential operators      409—411 414 418—420
Numerical calculations, eigenvalues of integral operators      385 414—415 418—420
Numerical calculations, integral, equations      384
Numerical calculations, integral, transforms      332 334
Numerical calculations, integral, transforms, approximate inversion of      331—332 334
Numerical calculations, integrals (definite)      274—277
Numerical calculations, matrix inversion      306—309
Numerical calculations, partial differential equations      359 371
Numerical calculations, partial differential equations, stability of      371 404
Numerical calculations, roots of functions      255
Numerical calculations, simultaneous equations      306—309
Numerical calculations, square roots      253
Nyquist stability criterion      97
Nyquist theorem (noise)      224
Nyquist’s criterion for      97
Observables (quantum mechanics)      125
Observables (quantum mechanics), complete sets of      136
Ohm’s Law      56 64
Onsager reciprocal relations      54
Onsager reciprocal relations, statistical mechanics of      223
Operator      125 412
Operator, absorption      177 184
Operator, adjoint      368 415
Operator, annihilation      177 184
Operator, complete sets of      136
Operator, creation      177 184
Operator, curl      295 442 445
Operator, definite      401
Operator, divergence      295 442 477
Operator, eigenvalues and eigenvectors of      412—420
Operator, emission      177 184
Operator, functions of      416
Operator, gradient      295 438
Operator, Hamiltonian      126
Operator, hermitian      126 415
Operator, infinitesimal      447
Operator, Laplacian      295 442
Operator, linear      126 412
Operator, matrix form of      137 413
Operator, mean value of      125
Operator, momentum      125
Operator, partition function of      416
Operator, projection      400 412
Operator, projection, characterization of      400
Operator, self-adjoint      369 415
1 2 3 4 5 6 7 8
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