How to prove it : a structured approach Daniel J. Velleman (Amherst College, Massachusetts).
Publication details: Cambridge: Cambridge University Press, 2023.Edition: Third editionDescription: xii, 458pISBN:- 9781108439534 (pbk. : alk. paper)
- 511.3 V54H3 23
- QA9 .V38 2019
Contents:
Introduction -- Sentential logic -- Quantificational logic -- Proofs -- Relations -- Functions -- Mathematical induction -- Number theory -- Infinite sets -- Appendix.
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Central Library, IISER Bhopal On Display | Reference | 511.3 V54H3 (Browse shelf(Opens below)) | Not For Loan | Title recommended by Dr Ankur Raina | 11756 | ||
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Central Library, IISER Bhopal General Section | 511.3 V54H3 (Browse shelf(Opens below)) | Checked out to Akshay (24029) | 21/01/2025 | 11757 |
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| 336.01294 R137B Breaking the mold : | 353.3 M983H43 Swamy's handbook 2017: | 510 L66D4 Schaum's outline of Discrete mathematics | 511.3 V54H3 How to prove it : a structured approach | 511.6 Al72P4 Probabilistic method | 512.32 G11C Classical galois theory with examples | 512.482 C421D Dualities and representations of Lie superalgebras |
Includes index.
Introduction -- Sentential logic -- Quantificational logic -- Proofs -- Relations -- Functions -- Mathematical induction -- Number theory -- Infinite sets -- Appendix.
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