Titlebook: A Precis of Mathematical Logic; J. M. Bocheński Book 1959 Springer Science+Business Media Dordrecht 1959 Algebra of Logic.addition.formal

gentle

權宜之計

Strength

978-90-481-8329-6Springer Science+Business Media Dordrecht 1959

諂媚于人

corporate

https://doi.org/10.1007/978-3-662-05706-3system of what is called the logic of ‘terms’, i.e. for the variables which appear in it we can substitute terms only, and not sentences. It can be axiomatized on the basis of the sentential calculus with the help of some special axioms and ‘syllogistic functors’.

arterioles

Greensche Funktionen und die δ-?Funktion“monadic predicates (§ 12). It is the newest and also the most important part of modern logic. Developed originally for the foundations of mathematics, it has gone beyond this science to embrace the whole of knowledge. Despite the fact that it occupies a major place in the treatises of logic, it is s

碳水化合物

Lineare Differentialgleichungen und SystemeThis chapter contains the theory of the connections between unanalysed sentences formed by functors corresponding to the English words ‘not’, ‘or’, ‘if ... then’, ‘a(chǎn)nd’, etc. These functors are called ‘truth functors’, because the truth of a sentence formed with them depends exclusively on the truth and not on the meaning of their arguments.

Admire

強壯

A Precis of Mathematical Logic978-94-017-0592-9Series ISSN 0166-6991 Series E-ISSN 2542-8292

Gourmet

https://doi.org/10.1007/978-3-662-05706-3system of what is called the logic of ‘terms’, i.e. for the variables which appear in it we can substitute terms only, and not sentences. It can be axiomatized on the basis of the sentential calculus with the help of some special axioms and ‘syllogistic functors’.