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How to Prove It: A Structured Approach

. Cambridge University Press, Cambridge, England, 2nd Edition edition, (January 2006)

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What to Expect in a Game of Memory., and . The American Mathematical Monthly, 120 (9): 787-805 (2013)Problems and Solutions (with the collaboration of Paul Bracken, Ezra A. Brown Zachary Franco Christian Friesen László Lipták Rick Luttmann Frank B. Miles Lenhard Ng Kenneth Stolarsky Richard Stong Stan Wagon Lawrence Washington Elizabeth Wilmer Fuzhen Zhang and Li Zhou)., , and . The American Mathematical Monthly, 127 (2): 179-187 (2020)Morasses, diamond, and forcing.. Ann. Math. Log., 23 (2-3): 199-281 (1982)Monthly Gems.. Am. Math. Mon., 123 (1): 77 (2016)Variable declarations in natural deduction.. Ann. Pure Appl. Log., 144 (1-3): 133-146 (2006)Monthly Gems.. The American Mathematical Monthly, 121 (2): 164 (2014)Problems and Solutions., , , and . Am. Math. Mon., 129 (6): 587-596 (2022)On Gauss's First Proof of the Fundamental Theorem of Algebra., and . Am. Math. Mon., 124 (8): 688-694 (2017)How to Prove It: A Structured Approach. Cambridge University Press, Cambridge, England, 2nd Edition edition, (January 2006)Some Generalizations of the Notion of Bounded Variation., and . The American Mathematical Monthly, 113 (10): 897-904 (2006)