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Trouble proving inequality regarding the modulus of a complex number sum in uniform distribution theorem...

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If gcd(a,b)=1 then they are coprime but what about gcd(a,b)=1 if and only if a and b are coprime?

...$endgroup$ – Community Bot 7 mins ago - $begingroup$ If $a$... ...$endgroup$ – Dietrich Burde 1 min ago - $begingroup$ Does this... ...- Understanding the Need for Positive Sync Polarities in Sony PVM... ...Potentially) Politically Motivated Manuscript rejection from a journal director...

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Equivalence of unconditional convergence

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This image is from spivak, this is the given proof of generalized stokes' theorem on manifold

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Evaluating trigonometry expressions with non-trivial angles

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Can you prove any degree n>0 polynomial equals (x+a)g(x), where g(x) is a degree n-1 polynomial, and a is an arbitrary number simply....

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Local Uniform Convergence of the Fourier Series for Globally Irregular, but Locally Smooth Functions

...Is it even really true in general ?...

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Can we use Gauss-Seidel method in a not invertable matrix?

...$endgroup$ – Dietrich Burde 10 mins ago Gauss Seidel converges... ...When studying Gauss-Seidel method in wikipedia, I found a problem...

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Defining margin in measure theoretic probability.

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math.stackexchange.com > questions

Two questions around some new card game based on prime factorization.

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