Stop losing marks you've already earned.
You may understand the mathematics and still hand in a proof your grader cannot follow. How to Write Mathematics closes that gap. It shows students how to turn scratch work into clear proofs, full-credit problem-set solutions, and readable papers and theses.
Inside, you'll learn how to:
• unpack definitions, hypotheses, conclusions, and quantifiers;
• choose and structure direct proofs, contradiction, contrapositive, induction, cases, existence, and uniqueness;
• replace vague phrases like "clearly" with the detail a reader actually needs;
• revise weak proofs through five complete before-and-after makeovers;
• write problem-set and exam solutions that preserve partial credit;
• build mathematical papers, abstracts, notation, figures, and references;
• catch common errors with practical submission checklists.
Written for undergraduates taking their first proof course, with useful guidance for engineering, physics, and early graduate students, this is a practical handbook for writing mathematics your reader can verify.
Les informations fournies dans la section « Synopsis » peuvent faire référence à une autre édition de ce titre.
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Taschenbuch. Etat : Neu. Neuware - Stop losing marks you've already earned. You may understand the mathematics and still hand in a proof your grader cannot follow. How to Write Mathematics closes that gap. It shows students how to turn scratch work into clear proofs, full-credit problem-set solutions, and readable papers and theses. Inside, you'll learn how to: - unpack definitions, hypotheses, conclusions, and quantifiers;- choose and structure direct proofs, contradiction, contrapositive, induction, cases, existence, and uniqueness;- replace vague phrases like 'clearly' with the detail a reader actually needs;- revise weak proofs through five complete before-and-after makeovers;- write problem-set and exam solutions that preserve partial credit;- build mathematical papers, abstracts, notation, figures, and references;>Written for undergraduates taking their first proof course, with useful guidance for engineering, physics, and early graduate students, this is a practical handbook for writing mathematics your reader can verify. N° de réf. du vendeur 9798188373375
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Vendeur : CitiRetail, Stevenage, Royaume-Uni
Paperback. Etat : new. Paperback. Stop losing marks you've already earned. You may understand the mathematics and still hand in a proof your grader cannot follow. How to Write Mathematics closes that gap. It shows students how to turn scratch work into clear proofs, full-credit problem-set solutions, and readable papers and theses. Inside, you'll learn how to: - unpack definitions, hypotheses, conclusions, and quantifiers;- choose and structure direct proofs, contradiction, contrapositive, induction, cases, existence, and uniqueness;- replace vague phrases like "clearly" with the detail a reader actually needs;- revise weak proofs through five complete before-and-after makeovers;- write problem-set and exam solutions that preserve partial credit;- build mathematical papers, abstracts, notation, figures, and references;- catch common errors with practical submission checklists. Written for undergraduates taking their first proof course, with useful guidance for engineering, physics, and early graduate students, this is a practical handbook for writing mathematics your reader can verify. This item is printed on demand. Shipping may be from our UK warehouse or from our Australian or US warehouses, depending on stock availability. N° de réf. du vendeur 9798188373375
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