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 Jun6 accepted What's the term for a value x that satisfies the constraint $f(x) = f$ for a function f? Jun4 comment What's the term for a value x that satisfies the constraint $f(x) = f$ for a function f? @CBenni - Yes indeed. Here $f\in A$ and $x\in A$ and $\,f:A\to A\,$. Jun4 comment What's the term for a value x that satisfies the constraint $f(x) = f$ for a function f? @DonAntonio - I pretty clear about what I'm trying to convey. I update my answer. Perhaps that helps? Jun4 revised What's the term for a value x that satisfies the constraint $f(x) = f$ for a function f? added 586 characters in body; edited tags; edited title Jun4 comment What's the term for a value x that satisfies the constraint $f(x) = f$ for a function f? @ThomasAndrews - True that. I'll try to explain it in terms of Haskell type definitions or Forth stack reductions. Jun4 awarded Editor Jun4 revised What's the term for a value x that satisfies the constraint $f(x) = f$ for a function f? added 415 characters in body; edited title Jun4 comment What's the term for a value x that satisfies the constraint $f(x) = f$ for a function f? @Daryl - $f$ is a function. I'll update my question. Jun4 comment What's the term for a value x that satisfies the constraint $f(x) = f$ for a function f? @tomasz - Programming habit from StackOverflow. Sorry. Jun4 asked What's the term for a value x that satisfies the constraint $f(x) = f$ for a function f? Sep4 accepted Problem with powers of matrices. Sep2 asked Problem with powers of matrices. Sep2 accepted Permutation across matrices. Aug28 asked Permutation across matrices. Feb3 awarded Supporter Feb3 awarded Scholar Feb3 accepted Can the following modular equation be simplified? Jan9 awarded Student Jan8 comment Can the following modular equation be simplified? A positive integer. I only called it an inverse in wont of a better word. Thanks for the clarification. Appreciated. Jan8 asked Can the following modular equation be simplified?