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Nicolis G., Prigogine I. — Self-organization in nonequilibrium systems
Nicolis G., Prigogine I. — Self-organization in nonequilibrium systems

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Название: Self-organization in nonequilibrium systems

Авторы: Nicolis G., Prigogine I.

Аннотация:

Membranes, Dissipative Structures, and Evolution Edited by G. Nicolis & R. Lefever Focuses on the problem of the emergence/maintenance of biological order at successively higher levels of complexity. Covers the spatiotemporal organization of simple biochemical networks; the formation of pluricellular or macromolecular assemblies; the evolution of these structures; and the functions of specific biological structures. Volume 29 in Advances in Chemical Physics Series, I. Prigogine & Stuart A. Rice, Editors. 1975 Theory and Applications of Molecular Paramagnetism Edited by E. A. Boudreaux & L. N. Mulay Comprehensively treats the basic theory of paramagnetic phenomena from both the classical and mechanical vantages. It examines the magnetic behavior of Lanthanide and Actinide elements as well as traditional transition metals. For each class of compounds, appropriate details of descriptive and mathematical theory are given before their applications. 1976 Theory and Aapplications of Molecular Diamagnetism Edited by L. N. Mulay & E. A. Boudreaux An invaluable reference for solving chemical problems in magnetics, magnetochemistry, and related areas where magnetic data are important, such as solid-state physics and optical spectroscopy. 1976


Язык: en

Рубрика: Биология/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1977

Количество страниц: 491

Добавлена в каталог: 09.04.2006

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
$\beta$-Galactosidase      see “Induction of
Acetabularia      425
Activation      165 357 418
Active transport      413
Adenyl cyclase      379
ADP      355 360
ADP oscillatory behavior      369 379
Affinity      33 213 444
Allosteric constant      363
Arc discontinuity      403
ATP      355 360 379
ATP and adenylic energy charge      385
ATP oscillatory behavior      369 379
Belousov — Zhabotinski reaction      339
Belousov — Zhabotinski reaction, mathematical model      345
Belousov — Zhabotinski reaction, mechanism      343
Bendixson negative criterion      88 3
Bifurcation      71 83
Bifurcation diagram      111 113 121 124
Bifurcation eigenvalue, at simple      86
Bifurcation of steady-state solutions      106 109 113 120 180
Bifurcation of time-periodic solutions      140
Bifurcation of waves      153 185
Bifurcation secondary      120 192
Boolean nets      211
boundary conditions      29 64
Briggs — Rauscher reaction      352
Brusselator      93
Brusselator as closed system      156
Brusselator bifurcation analysis      106 140 153
Brusselator stability analysis      96
cAMP      379
cAMP and catabolite repression      389
cAMP and relay      381
cAMP oscillatory behavior, in Dictyostelium      379 380
Catalysis      90 93 165 169
Catalysis heterogeneous      197
Catastrophe theory      74
Catastrophe theory and all-or-none transitions      174
Cell sorting      415
Cellular contacts      414
Center      82
Central limit theorem      227
Chain reactions      465
Chapman sequence      see “Ozone”
Chapman — Kolmogorov equation      230
Characteristic equation      77
Characteristic equation for Brusselator      98
chemical potential      33
Chemical reactors      168 382
Chemotaxis      379
Circadian rhythms      195 386
Competition      429 449
Conflict      176
Conservation equations      27 63
Constant of motion      161 284
Correlations      297
Correlations long range      305 307
Critical exponents      115 309 323 326
Curie symmetry principle      40
Cusp      176
Detailed balance      41 330
Diffusion      46
Diffusion and Fick's law      48
Diffusion and positional information      410 415
Dissipative structures      60
Dissipative structures and polarity, onset of      415
Dissipative structures bifurcation analysis of      106 140 153
Dissipative structures in two dimensions      178
Dissipative structures localized      131
Dissipative structures multiplicity of      127
Dissipative structures qualitative properties of      115
Dissipative structures thermodynamic properties of      212
Distribution, binomial      226
Distribution, binomial, Gaussian      227 235
Distribution, binomial, Poisson      226 235 260
Ecosystems, basic equations      449
Ecosystems, evolution of      455
Eigenvalue      84
Eigenvalue multiple      85 121
Eigenvalue of Laplace operator      98 178
Elliptic functions      465
Entrainment      195 414
entropy      22 32 55 212
Entropy balance equation      33
Entropy excess      56
Entropy flow      24 34
Entropy production      24 34 212 443
Enzyme, allosteric      357
Enzyme, allosteric Michaelian      167
Escherichia coli      387
Evolution criterion      50
Evolution criterion and kinetic potential      51
Evolution, and structural stability      438
Evolution, prebiotic      429
Evolutionary feedback      441 445
Excitability      173 401
Floquet theory      206
Fluctuations      223
Fluctuations and Einstein formula      234
Fluctuations around equilibrium      232
Fluctuations circulation of      271
Fluctuations in Brusselator      289 319
Fluctuations in finite volumes      310
Fluctuations in Lotka — Volterra model      264
Fluctuations in nonlinear model      261
Fluctuations in unimolecular reactions      257
Fluctuations molecular dynamics study of      283
Fluxes, generalized      35
Focus      82
Fokker — Planck equation      243
Forces, generalized      35
Fredholm alternative      108 143
Fusion, cellular      403
Generating function, cumulant-      251 266 320
Generating function, moment-      249
Gibbs formula      33
Glucose-oxidase      382
Glycolysis      354
Glycolysis allosteric model of      358
Glycolysis and adenylic energy charge      385
Glycolysis external disturbances, effect of      371
Glycolysis oscillatory behavior      356 369
Glycolysis spatio-temporal patterns      375
Hamilton — Jacobi equation      248
Heat-shock      404
Hopf bifurcation      141
Hydra      425
Hypercycles      436
Immune networks      468
Immune surveillance      469
Induction, all-or-none transitions      389
Induction, of $\beta$-galactosidase      388
Induction, oscillatory behavior      395
Inhibition      166 418
Insects, division of labor in      459
Insects, social organization in      453
Instability      see “Dissipative structures; Stability; and Symmetry-breaking”
K-V system      360
Lac operon      388
Landau — Ginzburg potential      117
Langevin equation      247
Large numbers, law of      227
Length, critical      151
Length, in allosteric model, for glycolysis      378
Leray — Schauder theorem      85
Limit cycles      87
Limit cycles in Belousov — Zhabotinski reaction      340
Limit cycles in Brusselator      140
Limit cycles in glycolysis      369
Limit cycles in lac operon regulation      394
Limit cycles in mitosis      404
Limit cycles models of      165
Limit cycles multiple      350 401
Lotka — Volterra model      160
Markov process      229
Master equation      231
Master equation for birth and death process      239
Master equation in phase space      275
Master equation multivariate      285
Master equation nonlinear      317
Maxwell rule      176 211
Membrane-bound enzymes      382
Metastability      327 462
Minimum entropy production      42
Mitotic oscillator      402
Mitotic oscillator mathematical model of      405
moment      see “Probability distribution”
Morphogenesis      409
Neural networks      467
Node      79
Nonexclusive binding coefficient      364
Normal mode      78
Normal mode in Brusselator      103
Nucleation      312 323 331 462
Onsager reciprocity relations      40
Open systems      24 26
Order parameter      116 322 326
Oregonator      345
Organizer, embryonic      413
Oscillations, conservative      see also “Limit cycles” 160
Oscillations, epigenetic      387
Oscillations, in trimolecular model      140
Oscillations, metabolic      354
Oscillations, past an instability      87
Oscillations, periodic, almost      196
oscillators      195
Oscillators asymptotic behavior of      203
Oscillators coupled through diffusion      147
Ozone      201
Papain      382
Pattern      see “Morphogenesis; Symmetry-breaking”
Permease      388
Phase-shift      371 415
Phase-singularity      197
Phenomenological relations      36 39 49
Phosphodiesterase      381
Phosphofructokinase      357 446
Phosphofructokinase mathematical model, of the reaction      358
Photochemical reactions      200
Physarum polycephalum      402
Polarity      104
Polarity in morphogenesis      415
Polymer, prebiotic      430 434
Positional differentiation      421
Positional information      410 413
Potential, kinetic      51 75
Potential, thermodynamic      43 233 236
probability distribution      224
Probability distribution moments of      225 252
Pyrophosphohydrolase      379
Pyruvate kinase      357 446
Reaction-diffusion equations      27 64
Refractory period      371 414
Repression      388 394 422
Riemann — Hugoniot catastrophe      177
Saddle point      81
Separatrix      82 88 399
Singular points, multiple      83
Singular points, multiple simple      79
Size invariance      411 421
Solvability condition      see “Fredholm alternative”
Stability      46 55 63
Stability and complexity      462
Stability asymptotic      65
Stability linearized      71
Stability Lyapounov      65
Stability marginal      79 86
Stability orbital      66
Stability structural      68
Stability thermodynamic criterion of      59
Steady states      41
Steady states multiple      169 391
Stochastic differential equations      247
Stoichiometric coefficient      28 240
Symmetry-breaking      115 415
Synchronization      147 195 402
Thermodynamic branch      57
Transition probabilities      228 230
Transition probabilities for birth and death process      240
Transition probabilities for diffusion      287 315
Trimolecular model      see “Brusselator”
Turning points      134
Turnover numbers      364
Urban growth      473
Urease      382
van der Waals theory      173 329
Variance      225
Variance divergence of      271 292 324
wave number      98
Wave, and formation, of surfaces of discontinuity      207
Wave, in allosteric model, of glycolysis      376
Wave, in Belousov — Zhabotinski reaction      341 351
Wave, in Brusselator      149 153 185
Wave, kinematic      147
Wave, rotating      186
Wave, trigger      147
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