Advertisers
|
Sponsors
|
Logical connective - In formal logic, logical connectives, also known as logical connectors and sometimes logical constants, serve to connect statements into more complicated compound statements. In algebraic logic, the more refined term logical operator is preferred.
Logical biconditional - In logical calculus of mathematics, logical biconditional is a logical operator connecting two statements to assert, p if and only if q where p is a hypothesis (or antecedent) and q is a conclusion (or consequent). The operator is denoted using a doubleheaded arrow "↔" or EQV.
Logical positivism - Logical positivism (later referred to as logical empiricism, rational empiricism, and also neo-positivism) is a philosophy that originated in the Vienna Circle in the 1920s. Logical positivism holds that philosophy should aspire to the same sort of rigor as science.
Logical shift - In computer science, a logical shift is a shift operator that shifts all the bits of its operand. Unlike an arithmetic shift, a logical shift does not preserve a number's sign bit or distinguish a number's exponent from its mantissa; every bit in the operand is simply moved a given number of bit positions, and the vacant bit-positions are filled in, generally with zeros (compare with a circular shift).
ALF - Foundation: Horn clause logic with equality which consists of predicates and Horn clauses for logic programming, and functions and equations for functional programming. A full integration of both programming models, so any functional expression can be used in a goal literal and arbitrary predicates can occur in conditions of equations.
A New Deconstructive Logic: Linear Logic (1997) - Article by V. Danos, J.-B. Joinet and H. Schellinx outlining how linear logic can function as a `mark-up logic' allowing the embedding of a large class of logics in a manner that respects their underlying proof semantics (cf. Nuel Belnap's Display Logic).
Curry - Multiparadigm declarative programming language seamlessly merges functional, logic, and concurrent programming paradigms; covers the most important operational principles in the area of integrated functional logic languages.
Source: BazSites.com
Combinatorial Logic - Combinatorial Logic The Syntactic Process by Mark Steedman, In this book Mark Steedman argues that the surface syntax of natural ... universal rule-types for combining predicates and arguments. These syntactic operations are related to the combinators of Combinatory Logic, engendering a much freer definition of derivational constituency than is traditionally assumed. This property allows Combinatory Categorial ...
Logic Gate Application - ... geometry and trigonometry; and logarithms and graphs. Computer Math topics cover analog to digital, number systems and codes, logic gates, Boolean expressions and algebra, binary arithmetic, and an introduction to computers and programming. For individuals preparing for a career in computer technology. Gate array - A gate array or uncommitted logic array (ULA) is an approach to the design and manufacture of application-specific integrated circuits (ASICS). A ...
Trigonometric Function Table - Trigonometric Function Table A Refresher Course in Mathematics by F. J. Camm, Readers wishing to renew and extend their acquaintance ... subjects, the easy-to-follow explanations and straightforward tone make this book highly accessible. The contents are arranged logically and in order of difficulty: fractions, decimals, square and cube root, the metric system, algebra, quadratic and ...
Logic Gate Application - ... geometry and trigonometry; and logarithms and graphs. Computer Math topics cover analog to digital, number systems and codes, logic gates, Boolean expressions and algebra, binary arithmetic, and an introduction to computers and programming. For individuals preparing for a career in computer technology. Gate array - A gate array or uncommitted logic array (ULA) is an approach to the design and manufacture of application-specific integrated circuits (ASICS). A ...
Computability Function Introduction Recursive Theory - Computability Function Introduction Recursive Theory Systems That Learn: An Introduction to Learning Theory by Sanjay Jain, Formal learning theory is ... in this book is based on a number theoretical approach to learning and uses the tools of recursive-function theory to understand how learners come to an accurate view of reality. This revised and expanded edition ...
Basic Logic Gates - Basic Logic Gates Verilog Coding for Logic Synthesis by Weng Fook Lee, A practical introduction to writing synthesizable Verilog code Rapid change in IC ...
Computer Part Function - Computer Part Function Logic and Computation: Interactive Proof with Cambridge Lcf by L. C. Paulson, Logic and Computation is concerned with ...
Combinatory Logic - Combinatory Logic The Syntactic Process by Mark Steedman, In this book Mark Steedman argues that the surface syntax of natural ... universal rule-types for combining predicates and arguments. These syntactic operations are related to the combinators of Combinatory Logic, engendering a much freer definition of derivational constituency than is traditionally assumed. This property allows Combinatory Categorial ...
Copyright 2006-2008.Books Media All Rights Reserved.