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6
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 Tumbleweed
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~564 people reached

  • 0 posts edited
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  • 3 votes cast
Mar
17
awarded  Tumbleweed
Mar
10
asked Find $a,b,c$ of polynomial function (Hermite interpolation)
Dec
4
accepted Use Substitution or partial integration to solve $\int x\sqrt{1-x^2}\,dx$
Nov
6
asked Use Substitution or partial integration to solve $\int x\sqrt{1-x^2}\,dx$
Jun
26
asked Spherical object with n vertices and no coordinate singularities
Jan
6
comment Proof that an inverse of a possibly noncomputable function is possibly not decidable
About the first one: that's just what I meant, it's finite in either case (it doesn't depend on f's definition).
Jan
6
awarded  Supporter
Jan
6
comment Proof that an inverse of a possibly noncomputable function is possibly not decidable
Yes, that was me. Well, I guess the answer(that f^-1 could just give me anything) just seemed a bit too "obvious" to me :) Thanks anyways.
Jan
6
accepted Proof that an inverse of a possibly noncomputable function is possibly not decidable
Jan
6
asked Proof that an inverse of a possibly noncomputable function is possibly not decidable
Oct
20
awarded  Editor
Oct
20
awarded  Scholar
Oct
20
revised Prove that a formal language is infinite
added 2 characters in body
Oct
20
accepted Prove that a formal language is infinite
Oct
20
awarded  Student
Oct
20
asked Prove that a formal language is infinite
Jan
8
awarded  Autobiographer