An Investigation of the Laws of Thought: On which are Founded the Mathematical Theories of Logic and ProbabilitiesCourier Corporation, 1958 M01 1 - 424 páginas Classic in symbolic logic, showing that classical logic can be treated algebraically. Timeless introduction. |
Contenido
NATURE AND DESIGN OF THIS WORK | 1 |
SIGNS AND THEIR LAWS | 24 |
DERIVATION OF THE LAWS | 39 |
DIVISION OF PROPOSITIONS | 52 |
PRINCIPLES OF SYMBOLICAL REASONING | 66 |
OF INTERPRETATION | 80 |
OF ELIMINATION | 99 |
OF REDUCTION | 114 |
CLARKE AND SPINOZA | 185 |
EXAMPLE OF ANALYSIS | 219 |
OF THE ARISTOTELIAN LOGIC | 226 |
OF THE THEORY OF PROBABILITIES | 243 |
GENERAL METHOD IN PROBABILITIES | 253 |
ELEMENTARY ILLUSTRATIONS | 276 |
OF STATISTICAL CONDITIONS | 295 |
PROBLEMS OF CAUSES | 320 |
METHODS OF ABBREVIATION | 130 |
CONDITIONS OF A PERFECT METHOD | 150 |
OF SECONDARY PROPOSITIONS | 159 |
METHODS IN SECONDARY PROPOSITIONS | 177 |
PROBABILITY OF JUDGMENTS | 376 |
CONSTITUTION OF THE INTELLECT | 399 |
Otras ediciones - Ver todas
An Investigation of the Laws of Thought: On which are Founded the ... George Boole Vista completa - 1854 |
An Investigation of the Laws of Thought: On Which Are Founded the ... George Boole Sin vista previa disponible - 2015 |
Términos y frases comunes
a₁ algebraic application assume babilities c₁ c₂ cause chapter coefficients combination compound event conception conclusion condition connexion consists constituents deduce definition deliberative assembly denoted determine disjunctive proposition elements elimination equa equal events whose probabilities exist expression factor function given Hence hypothesis implied indefinite independent interpretation involved laws of thought logical equation m₁ mathematical method minor limit natural evils nature necessary object observed occur p₁ P₂ particular phænomenon premises present preventive of pain primary propositions principle Prob problem processes productive of pleasure Prop question reasoning reduced reference relation represent respect result second member secondary propositions simple events solution supposed syllogism system of equations t₁ t₂ theory of probabilities things tion treatise true truth universe of discourse V₁ whence X is true x-factor X₁ X₂ καὶ
Referencias a este libro
Logic in Computer Science: Modelling and Reasoning about Systems Michael Huth,Mark Ryan Sin vista previa disponible - 2004 |