7 The Britannica Guide to Statistics and Probability 7
330
König’s theorem, 214
Kuratowski, Kazimierz, 229
L
Lagrange, Joseph-Louis, 256,
280, 281
Landon, Alfred, 45
Laplace, Pierre-Simon de, 28,
31, 32, 33, 34, 38, 41, 256,
268–271, 280, 282, 295, 301
large numbers, law of, 64, 76–78,
80, 253, 302–303
large numbers, strong law of,
80, 84–85, 103
large numbers, weak law of,
80, 85
Latin square, 220–222
least squares approximation,
303–304, 310
least squares method, 139–141
least squares prediction, 92–94
Lebesgue, Henri-Léon, 88, 235
Lebesgue-measurable sets, class
of, 88
Lebesgue measure, 88, 90
Legendre, Adrien-Marie, 40,
271–274, 304
Leibniz, Gottfried Wilhelm, 28,
199, 251
Lévy, Paul, 99, 114
Lexis, Wilhelm, 44
Lucas, William F., 191
M
MacMahon, Percy Alexander, 200
MacNeish, H. F., 221
Manhattan Project, 288
Mann-Whitney-Wilcoxon test, 147
marginal distribution, 67, 68, 70
Markov, Andrey Andreyevich,
104, 305
Markov processes, 102, 104–105,
106, 107, 109, 305, 316, 318
martingale theory, 112–113
Maxwell, James Clerk, 39, 42,
255, 310
Maxwell-Boltzmann distribution
law, 42, 255, 298
McMullen, P., 238
measure theory, 84, 85–89
Mechain, Pierre, 272
Mendel, Gregor, 266, 294–295
Mersenne, Marin, 264
Mesner, D. M., 219
Mill, John Stuart, 33
minimal winning coalition
(MWC), 193, 194
minimax theorem, 165
Möbius, August Ferdinand,
211, 229
Möbius inversion theorem,
211–212
model building, 143–144
Moivre, Abraham de, 41, 78, 203,
274–275, 310
Morgenstern, Oskar, 74, 154, 165,
188, 189, 190, 191, 288
moves, theory of, 174–176
multinomial coefficients, 203
multinomial probability, 54–57
N
Nair, K. R., 219
Napoleonic Wars, 35
Nash, John F., 170, 275–276