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Per Bak — How nature works
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Íàçâàíèå: How nature works
Àâòîð: Per Bak
Àííîòàöèÿ: In print, at least, what might seem arrogant comes across as a kind of innocent, childlike enthusiasm, a lack of concern for anything but the sheer joy of figuring things out. His ruthless simplifications of geology, evolution, and neurology pay off because, as Bak notes, his models describe behavior that is common across these domains. This universality means that trampling across others' turf is not only acceptable, but almost mandatory, if the underlying principles are to be exposed. Finally, for the most part, Bak wants the reader to grasp the basic logic of his arguments; only rarely does he try to persuade with flights of poetic language or brute intellectual authority.
ßçûê:
Ðóáðèêà: Ôèçèêà /Ïîïóëÿðíûå èçäàíèÿ /
Ñòàòóñ ïðåäìåòíîãî óêàçàòåëÿ: Ãîòîâ óêàçàòåëü ñ íîìåðàìè ñòðàíèö
ed2k: ed2k stats
Ãîä èçäàíèÿ: 1996
Êîëè÷åñòâî ñòðàíèö: 212
Äîáàâëåíà â êàòàëîã: 25.09.2005
Îïåðàöèè: Ïîëîæèòü íà ïîëêó |
Ñêîïèðîâàòü ññûëêó äëÿ ôîðóìà | Ñêîïèðîâàòü ID
Ïðåäìåòíûé óêàçàòåëü
Aarhus, University of 94
Acoustic emission from StromboLi 98
Alstrom, Preben 171 177
Alvarez, W 151—152
Anderson, PW 114
Arrow, K 114
Arthur, Brian 114 116 157
Asperities 172
Ausloos, M 143
Avalanches 1—2 28 32 46—48
Avalanches, in brain 175
Avalanches, in economics model 189—191
Avalanches, in evolution 113 139—141
Avalanches, in evolution model 147—148 154 164 168—171
Avalanches, in Game of Life 109—111
Avalanches, in real sandpiles 66—78
Avalanches, in ricepiles 71—75
Avalanches, in sandpile models 51—64
Avalanches, in sediment deposits 78—80
Avalanches, in traffic 196
Barton, Christopher 93—94
Bell Laboratories 37
Benton, M. J. 150
Berkeley, University of California at 36
big bang 1 3
Black holes 100—101
Blind watchmaker, 11 120 140
Block-spring model 90—93 95—97
Boettcher, Stefan 165—166
Bohr, Tbmas 35
Boldrin, Michel 18
Brain 175—182
Bretz, Michael 69
Brookhaven National Laboratory 33—35 68 84 134 168 176 188
Burridge — Knopoffmodel 95
Burridge, R 90
Butterfly effect 159
Cambrian explosion 18 117 141
Cantor, Georg 146
Carlsberg 133
Carlson, Jean 92
Carroll, Lewis 122
Catastrophes 12—18 28 31—32 60 99 131 158 191
Catastrophtsm 18
Catastrophtsm, and self-organized criticaltry 32
Cellular automata 106—107
Chaos 11 29—31 106
Charge density waves 38
Charge density waves, phase memory effect in 39
Chen, Kan 93 97 109—111 126 188
Chernogolovka research center 134
Chhabra, A.B. 63
Chialvo, Dante 153—154 159 164
Chicago, University of 36 48 66 187
Christensen, Kim 70 94—97 103
Churchill College, Cambridge University 36
Cities, ranking of 25 57
Cologne, University of 107
complexity 1—2 80 115 126 143
Complexity, and chaos 30—31
Complexity, andcriticality 112
Complexity, from adaptation 137
Complexity, in economics 188
Complexity, origin of 6
Complexity, theory of 9—32
Computational physics 44
Contingency, in history and biology 8 156—158
Contingency, in history and biology, and complexity 8 28
Contingency, in history and biology, and economics 15 185
Contingency, in history and biology, and SOC 157
Contingency, in history and biology, insandpiles 59
Conway, John Horton 107—112 118 142 161
Copenhagen, University of 35
Coppersmith, Susan 17—18.
Cowan, George A 114
CPsymmetry 34
Creationism 18
Cretaceous extinction event 16—17
Creutz, Michael 109—111 126
Critical state 1—3 27 48 51 59 75 99—100 126 159 163 198
Critical state, by tuning 28 94 u 126 169 171
Critical state, in brain 176—177
Critical state, in equilibrium systems 28 35 167
Critical state, in evolution model 141 169—170
Critical state, in Game of Life 110
Critical state, in nuclear chain reactions 48
Critical state, of the crust of the earth 99—100
Cronin, James 34
Crystals 1 4
Darwin, Charles 117 119 121—124 129—132 135 141
Dawkins, R. 31 120
Denmark, Technical University of 34
Dennis, B.R. 102
Derrida, Bernard 163
Devil's staircase 144—146 157—158 167 196
Dhar, Deepak 63 168 191
Dinosaurs 9 17 151 158
Diodati, Paolo 97—99
Domino effect 45—46
Domino effect, in ecology 139
Duisburg, University of 193
Duke University 116
Earthquakes 12—14 46 74—77 77 85—97 125 161 172—174
Ecological netwotk 105 121—127 155
Economics 116 183—192
Eldredge, Niles 29 117 130 152
Emergent phenomena 6—7 21 45 51 113 193—194
Emery, Vtc 35
Engineering vs physics 42
Engineering vs, self-organ ization 176
Eotvos University 75
Equilibrium systems 28—29 50 157 184—185
Erosion 76 82 89
Evolution 92 114 116 120 126 156
Evolution model 135—142 181
Evolution model, random neighbor version 163
Extinctions in biology 130 151—152 156
Extinctions in biology, and meteors 151—153
Extinctions in biology, Cretaceous 17 32
Extinctions in biology, distribution of 16, in Game of Life 109
Extinctions in biology, histogram of 17
Extinctions in biology, synthetic 148—150
Extinctiorf.Bad LuckorBai Cents? (Ranp) 152 164
Extremal dynamics 133—134
Family, Fareydoon 75
Faults 36
Feder, Hans Jakob 94—97 103
Feder.Jens 19 69 94
Feigenbaum, Mitchell 30—31 44 58 63 134 159
First principles 6
Fisher, R.A. 120 123
Fitch, Val 34
Fitness 118 138—139 168—169 181
Fitness, interacting fitness-landscapes 121—122
Fitness, landscapes 118 135—136
Fleming, Robert 39
Flemings, Peter 78—80
Flyvbjerg, Henrtk 127 129 148 163—166
Food chain 136 166
Fractal dimension 20—21 144
Fractals 19 27 28 31 56 76 89
Fractals in the Earth Sciences (Barton) 93
Fractals, and SOC 76—77
Fractals, Chaos, Power Laws (Schroeder) 27
Fractals, the coast of Norway 19 81
Frette, Vidar 70
Gaia 154—156
Gameof Life 105—112 118 126 141 142 161 171
gap equation 168—169
Gardner, Martin 107—108
Gases of atoms 4
Gell — Mann, Murray 114
Geomorphology 80—81
Goddard Space Center 102
Goldin, Claudia 186
Goodwin, Brian 116
Gordon Conferences 88
Gore, Al 62
Gould, Stephen Jay 7—8 29 117 123 134—135. 157 162
Grassberger, Peter 54
Greenspan, Alan 192
Grinstein, Geoffrey 94
Grotzinger, John 78—80
Gruner, George 39
Gutenberg — Richter law 12—14 26 47 56 86 87 91 94 96 98—100 186
Hamilton, R.J. 102—104
Hard sciences, vs. so ft sciences 8
Harvard University 162 136
Heeger, Alan 35
Held, Glen 68
Hemmingsen.Jan 171
Hidden Order(Holland) 137
Higuchi, H 195
Holism, in sandpiles 60
Holism, vs reductionism 2
Holland, John 137
Horgan, John 68
Horton's law 81
Human Behavior and the Principle of Least Effort (Zipf) 24
Hurst, J 22
Hydrology 81
IBM T J. Watson Center 14 22 68
Institute for Advanced Studies, Princeton 106
Instituto Veneto Di Scienze, Lettere ed Arti 84
Interface depinning 133 170
J-particle 34
Jaeger, Heinz 66
Jensen, MogensH0gh 35 148
Joessang, Tbrstein 69
Johnston, Arch C 13 46
Jonson, Sonke 122—126
Journal of Geophysical Research 93
Kadanoff.Leo 21 63 66
Kagan, Yakov 89
Kardar, Mehran 94
Kauffman, Stuart 9 117—126 132 134
Kierkegaard, Soren 7 12
Kingston Peak 78—80
Knopoff Leon 90
Kobe University 172
Kolan, A.J. 63
Lamarque 119
Landau Institute 167—168
Landscapes 4—5 84
Landscapes, formation of 66 75—76 80—84 130
Landslides 75—77
Langer, Jim 92
Lautrup, Benny 127
Lederman, Leon 34
Lee, T.D. 34
Levy distribution 14 186 191
Libchaber, Albert 44 134
Linncan Institute 9
Litdewood, Peter 38
Logarithmic scale 13—14 31
Los Alamos National Laboratory 114
Lotka — Vol terra equations 124
Lovelock, Jim 154—155
Lu, E.T 102—104
Lyell, Charles 18 129—130
Macroevolution 129 142
Magnetic field lines 102—103
Mandelbrot, Benoit 14—15 17 19—21 76 186
Marx, Karl 60 192
Maslov, Sergei 167—171
Matzusakt, Mitsuhiro 91
May, Robert 30 44
Meakin, Paul 70
Memphis State University 13
Michigan, University of 69
Mineshige.S. 101
Models, the importance of simplicity 41—45
Motley, R 100
Musha, T 195
Mutation 109 120 143—144 155
Mutation, of species 123—124 135 143—144 166
Nagel, Kai 193—198
Nagel, Sidney 66
NASA Goddard Space Center 102
NASA Marshall Space Flighc Center 77
Nash equilibria 28 125
Nature 92 117
Nava, Susan 13 46
neuron 178—181
New Madrid earthquake region 13
Newmann, M.E.J. 153
Newton's Laws 3
Niels Bohr Institute 132 171 177
Nishimori, H. 101
NKC-models 122—126 132 136 163
Noever, David 77
Nori, Franco 69
NOVO 133
Obukhov, Sergei 97
Officer, C 14
Ohio State University 9 3
Olami, Zeev 94—97 103
One-over-fnoise 21—23 28 30 31 37 95
One-over-fnoise, in evolution model 170
One-over-fnoise, in music 22
One-over-fnoise, in quasars 21—22
One-over-fnoise, in the Nile 22 37
One-over-fnoise, in traffic 22 195—197
One-over-fnoise, in x-rays from black holes 101
Organism 155
Oslo, University of 69
Paczuski, Maya 59 110 157 165—171 193—198
Page, J. 14
Paiey, William 31
Paleontology 131 162
Palmer, Richard 116
Park Field earthquake region 86
Particles 7
Particles, in evolution models 170—171
Pendulums 39—41 45—48
Permean extinction 140
Perugia, University of 97
Phase transitions 28 167
Physical Review 63
Physical Review Letters 94 96
Physics Today 21
Pietronero, Luciano 168
pinning 29—30
Pokrovsky, Valery 167
Popper, Karl 11
Power laws 13 28 47 57—58 67 76 77 78 81 94 96 141 163 165 169 173 186 191 195
Power laws, definition 27
Power spectrum 22 170 197
Princeton University 107 164
Principles of Geology (Lyell) 18
Procaccia, Itamar 63
Pseudo extinctions 135 147 150
Pseudocubus Vtma 147
Pulsar glitches 100
Punctuated equilibrium 29 60 117 123—124 141 147
Punctuated equilibrium, in asimpleevolution model 141 146 159 161—163 166—167
Punctuated equilibrium, in earthquakes 172
Punctuated equilibrium, insandpiles 117
Punctuation 175
quantum mechanics 3 11
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