292 results on '"Metropolis, N."'
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52. Science in Being
53. PREFACE
54. Preface
55. Symbolic Dynamics of Trapezoidal Maps
56. The MANIAC
57. Introductory Essay
58. Prisoner's Dilemma: John von Neumann, Game Theory, and the Puzzle of the Bomb
59. Massively parallel processing
60. Nonstandard analysis: an introduction based on lectures by G. C. Rota at Los Alamos Scientific Laboratory, June 1975
61. Summation of imprecise numbers
62. NONLINEAR COUPLED OSCILLATORS: MODAL EQUATION APPROACH.
63. COMPREHENSIVE APPROACH TO COMPUTER ARITHMETIC.
64. THE MANIAC
65. Equations of State of Elements Based on the Generalized Fermi-Thomas Theory
66. TRILOGY ON ERRORS IN THE HISTORY OF COMPUTING.
67. SIGNIFICANT DIGIT ARITHMETIC ON A CDC 6600.
68. SIMULATION OF THE SEL-810A COMPUTER ON MANIAC II (SELMA).
69. Critical amounts of uranium compounds
70. CHARACTERS OF THE SYMMETRIC GROUP OF DEGREE 15 AND 16
71. ANALYSIS OF INHERENT ERRORS IN MATRIX DECOMPOSITION USING UNNORMALIZED ARITHMETIC
72. Monte Carlo method-a popular description
73. SIMULATION OF TWO ARITHMETIC STRUCTURES.
74. Symmetry Classes of Functions
75. Properties of Words on Four Letters from Those on Two Letters with an Application to DNA Sequences
76. Prisoner's Dilemma: John Von Neumann, Game Theory, and the Puzzle of the Bomb
77. Classification of all cycles of the parabolic map
78. Erratum to: Algorithms in unnormalized arithmetic. I. Recurrence relations
79. The Los Alamos experience, 1943–1954
80. MANIAC.
81. Analyzed binary computing.
82. Subject index.
83. Basic Operations in an Unnormalized Arithmetic System.
84. Modern computing.
85. Significance arithmetic: Application to a partial differential equation.
86. A Trilogy on Errors in the History of Computing
87. Classical dynamics and Lie groups
88. A Boolean Analysis of Addition and Multiplication
89. Early Computing at Los Alamos
90. Characters of the symmetric groups of degree $15$ and $16$
91. Subject Index
92. Basic Operations in an Unnormalized Arithmetic System
93. James Leslie Tuck
94. On the lattice of faces of the $n$-cube
95. ON THE LATTICE OF FACES OF THE n-CUBE.
96. Memoirs
97. Statistical Estimation of Error Propagation through Multiplication and Division
98. The 3-j and 6-j Symbols.
99. Significant Digit Computer Arithmetic.
100. Equations of state of elements based on the generalized Fermi-Thomas theory
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