杨亚立 - 《Chinese Annals of Mathematics》 被引量: 14发表: 1983年 On probabilistic elimination of generalized quantifiers The results provide a method to prove zero-one and convergence laws for such logics with arbitrary sequences of probability measures of finite structures... R Kaila - John...
The laws of natural numbers are mathematical rules that state how mathematical operations like addition, subtraction, multiplication and division should be applied to natural numbers. Numbers are used in all domains of life. They are used to measure or count things, quantify measurements, make ...
G.L. McColm, MSO zero-one laws on random labelled acyclic graphs, Discrete Math. 254 (2002) 331- 347, MR 1 910 117.MSO zero-one laws on random labelled acyclic graphs - McColm () Citation Context ...ll be technically complicated. The motivation for this problem comes from logic, ...
mathematics is considered to be one of the most effective tools to describe the laws of nature. At the same time, as the core of human thinking and perception, consciousness has aroused the thinking and research of countless philosophers, psychologists and neuroscientists...
Discrete Mathematics Lecture # 4. Conditional Statements or Implication If p and q are statement variables, the conditional of q by p is “If p then. Law of logic Lecture 4. Module Code MA0003NI: Computing mathematics Lecture for Week Autumn. ...
We prove that the computation of the conservation laws of (2n + 1)th-order KdV-like equations (i.e. higher order evolution equations with the same scaling as KdV) can be restricted to polynomials with constant terms, except when the order of the conservation law equals n 1, in which cas...
Stig Kanger regarded his theory of rights as one of his substantial contributions to philosophy; he worked on it, intermittently, for nearly 30 years. The sentences on rights that Ka... L Lindahl - 《Studies in Logic & the Foundations of Mathematics》 被引量: 9发表: 2015年...
First order logic k-variable logic k-pebble game Zero–one law Sparse random graph 1. Introduction The first-order (FO) logic L of undirected graphs is the set of finite first-order sentences (see, e.g., [7], [12], [19]) from the alphabet consisting of 1. symbols of variables x...
First-Order Logic and Its Infinitary Quantifier Extensions over Countable Words Chapter © 2021 Notes 1. In [1], the value set was always of the form \(\{1,2,\dots,v\}\) for some positive integer v. Allowing arbitrary finite sets of values makes no essential difference but is techni...
This is the profound new way of thinking thatEinstein realised, that we exist as spatially extended structures of the universe - the discrete and separate body an illusion. This simply confirms the intuitions of theancient philosophers and mystics. ...