How to Write a Direct Proof in Mathematics

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How to Write a Direct Proof in Mathematics

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As somebody who is currently trying to self-learn higher (proof based) maths, this kind of material is an FSM-send. You literally could not make too much content on this topic, as far as I'm concerned. And especially stuff at this "my first proof" level. There are books out there on proof writing, of course (I'm going through Kevin Houston's "How To Think Like A Mathematician" now) but even those sometimes seem to assume some things about the reader and their background. Proofs done at this level are a huge help for people who are just starting to write proofs and especially ones who are doing it on their own and don't have a teacher to ask questions of.

In other words: "more, please'. 😊

PhillipRhodes
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The best proof technique is the proof by exercise to the reader

luisbelgois
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Could you please create a course on proofs?

hannielandresgomeztorres
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Is P denote proposition and Q conclusion in statement which can be proven? I little lost in terminology. Thanks 😊

Mickey