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  • 6 votes cast
Jun
6
accepted What's the term for a value x that satisfies the constraint $f(x) = f$ for a function f?
Jun
4
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 $\,f:A\to A\,$.
Jun
4
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?
Jun
4
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
Jun
4
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.
Jun
4
awarded  Editor
Jun
4
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
Jun
4
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.
Jun
4
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.
Jun
4
asked What's the term for a value x that satisfies the constraint $f(x) = f$ for a function f?
Sep
4
accepted Problem with powers of matrices.
Sep
2
asked Problem with powers of matrices.
Sep
2
accepted Permutation across matrices.
Aug
28
asked Permutation across matrices.
Feb
3
awarded  Supporter
Feb
3
awarded  Scholar
Feb
3
accepted Can the following modular equation be simplified?
Jan
9
awarded  Student
Jan
8
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.
Jan
8
asked Can the following modular equation be simplified?