 134  Possess is never derogatory. Post hoc ergo propter hoc. Practice checking proofs. Praxis is very formal to drill. Prefer to multiply rather than sum. Prefer whether to if whenever possible. Prejudice warps the mind. Prepare for blunders. Prevent A from making fuss. Problems are the heart of Mathematics. Problems crop up. Proceed by contradiction. Projections are idempotents. Projectors are optical devices. Proofs go through. Prove and ask. Proven is common in general American usage. Prove that A holds; thus disprove the negation. Precis are welcome. Publish or perish. Pull-back and push-forward. Put open questions to readers. Quibbling is not the panacea. Quote without haste. Raise important issues for the reader's consideration. Rather than is usually followed by infinitive without to. Reach decisions on problems. Recipes for precepts. Recover the functions up to a constant. Recto pages take odd folios; verso pages take even folios. Reject trivia and minutiae. Relax conditions. Release the assumption. Remark on theorems. Remind A how to do B. Remove ambiguities. Repeat eigenvalues according to multiplicity. Rescind and revoke contradicting axioms. Resist using “as” instead of “while” and “because.” Resort to definitions. Reversal is the process of reversing. Reverse no decision. Right face! Left face! Face about! Rotate axes through an angle. 134 |
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