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Details for:
Nievergelt Y. Logic, Mathematics and Computer Science 2015
nievergelt y logic mathematics computer science 2015
Type:
E-books
Files:
1
Size:
3.8 MB
Uploaded On:
Dec. 13, 2022, 2:33 p.m.
Added By:
andryold1
Seeders:
6
Leechers:
0
Info Hash:
B2241B96BD335CDA171F0ED36DA07E368AD0AF90
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Textbook in PDF format This text for the first or second year undergraduate in mathematics, logic, computer science, or social sciences, introduces the reader to logic, proofs, sets, and number theory. It also serves as an excellent independent study reference and resource for instructors. Adapted from Foundations of Logic and Mathematics: Applications to Science and Cryptography 2002 Birkhӓuser, this second edition provides a modern introduction to the foundations of logic, mathematics, and computers science, developing the theory that demonstrates construction of all mathematics and theoretical computer science from logic and set theory. The focuses is on foundations, with specific statements of all the associated axioms and rules of logic and set theory, and provides complete details and derivations of formal proofs. Copious references to literature that document historical development is also provided. Answers are found to many questions that usually remain unanswered: Why is the truth table for logical implication so unintuitive? Why are there no recipes to design proofs? Where do these numerous mathematical rules come from? What issues in logic, mathematics, and computer science still remain unresolved? And the perennial question: In what ways are we going to use this material? Additionally, the selection of topics presented reflects many major accomplishments from the twentieth century and includes applications in game theory and Nash's equilibrium, Gale and Shapley's match making algorithms, Arrow's Impossibility Theorem in voting, to name a few. ncludes applications in game theory and Nash's equilibrium, Gale and Shapley's match making algorithms, Arrow's Impossibility Theorem in voting Focuses of foundations, with specific statements of all the associated axioms and rules of logic and set theory Provides complete details and derivations of formal proofs Develops the theory that demonstrates construction of all mathematics and theoretical computer science from logic and set theory Provides copious references to literature that documents historical development
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Nievergelt Y. Logic, Mathematics and Computer Science 2015.pdf
3.8 MB
