introduction to mathematical philosophy造句

例句与造句

1. An example of this line of thinking can be found in Russell's Introduction to Mathematical Philosophy.
2. "' Grattan-Guinness "': A complicated theory of relations continued to strangle Russell's explanatory 1919 " Introduction to Mathematical Philosophy " and his 1927 second edition of " Principia ".
3. Additionally, some understand the term " mathematical philosophy " to be an allusion to the approach to the foundations of mathematics taken by Bertrand Russell in his books " The Principles of Mathematics " and " Introduction to Mathematical Philosophy ".
4. Russell's last significant work in mathematics and logic, " Introduction to Mathematical Philosophy ", was written while he was in jail for his anti-war activities during World War I . This was largely an explication of his previous work and its philosophical significance.
5. Russell in his 1920 " Introduction to Mathematical Philosophy " devotes an entire chapter to " The axiom of Infinity and logical types " wherein he states his concerns : " Now the theory of types emphatically does not belong to the finished and certain part of our subject : much of this theory is still inchoate, confused, and obscure.
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