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Question
the non-standard notation f ∗ (P) and f ∗ (Q) used in the first edition to the standard notation f (P) and f −1 (Q), respectively. Whereas the author still finds the notation used in the first edition superior in terms of avoiding confusion with inverse functions, he has [...] to requests from colleagues and reviewers to switch to the standard notation
Answer
deferred

Question
the non-standard notation f ∗ (P) and f ∗ (Q) used in the first edition to the standard notation f (P) and f −1 (Q), respectively. Whereas the author still finds the notation used in the first edition superior in terms of avoiding confusion with inverse functions, he has [...] to requests from colleagues and reviewers to switch to the standard notation
Answer
?

Question
the non-standard notation f ∗ (P) and f ∗ (Q) used in the first edition to the standard notation f (P) and f −1 (Q), respectively. Whereas the author still finds the notation used in the first edition superior in terms of avoiding confusion with inverse functions, he has [...] to requests from colleagues and reviewers to switch to the standard notation
Answer
deferred
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and f ∗ (Q) used in the first edition to the standard notation f (P) and f −1 (Q), respectively. Whereas the author still finds the notation used in the first edition superior in terms of avoiding confusion with inverse functions, he has <span>deferred to requests from colleagues and reviewers to switch to the standard notation <span><body><html>

Original toplevel document (pdf)

owner: gabrielqv - (no access) - Proofs_and_Fundamentals.pdf, p13

Summary

statusnot learnedmeasured difficulty37% [default]last interval [days]               
repetition number in this series0memorised on               scheduled repetition               
scheduled repetition interval               last repetition or drill

Details

No repetitions

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