Fractals and Chaos Simplified for the Life Sciences

[Cover] [Abbreviated Contents] [Contents] [Index]

Page 265
241
fractals (Part 1, Chapter 2) 3-9
other methods 246, 247
ion channels 18-22, 36-39, 62, 68
deterministic model 200-205
iterative map model 200-205
Markov model 200, 201, 204, 205
random vs. deterministic 200-205
iterative dimension 47, 60, 61
iterative map 200, 201
J
Johnson 85, 87, 99
Jones 67
K
Kaneko 249
Kaplan 197, 219
Katz 67
Kazemi 91
Keese 17
Kelso 187
Ker 97
Khan 197
Khanna 87
Khokha 111
kinetics
ion channels 18-22, 36-39, 62, 68
washout 40
Koch curve 54, 55, 60, 64
Kot 195
Kumar 85, 87, 99
L
lag
chaos analysis 138, 139, 150, 151
problems 208, 212-215
Hurst analysis 90, 91, 98, 99
Lange 15
Laplace 164
laser 228, 229
Layne 199
Lea 95
Leibniz 206
Levin 93
Liapunov exponent 160
Liebovitch 17, 21, 37, 57, 91, 111, 201, 241
limits 50, 52, 74, 78-90, 102
linear 246, 247
lipids 68
liver 22, 68, 97, 100
local thermodynamic equilibrium 204
logistic equation 116-123, 176-179
Lorenz equations 131, 133, 134, 135, 156-161, 166, 234
Losa 35
lungs
airways 14, 15, 22, 40, 62
blood vessels 66, 67
Luria 93
M
magnetoelastic ribbon 230, 231
Mainster 15
Mandelbrot 95, 111
Mandell 97
Markov model 200, 201, 204, 205
Marks 15
Markus 181, 183, 185, 199
Martinerie 199
Masters 15
mathematical tools 246, 247
Mayer-Kress 197, 199
Meakin 81, 99
mean
does not exist 74-81, 84, 86, 96, 98, 102, 104
population 74, 75, 78
sample 74, 78, 80, 84
scaling 98
self-similarity 76
similar in random and deterministic 116, 117
St. Petersburg Game 78, 79
mean squared deviation 82, 98
mechanisms 116

 
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