Sarastro
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 Mar10 comment If h is a holomorphic non-vanishing function in the complex plane then h is the exponential of another function. It should be $\exp(g(0))=h(0)$. Mar1 reviewed No Action Needed Properties of functional calculus Feb27 reviewed No Action Needed Significant difference in a group of numbers Feb27 reviewed No Action Needed Is this a legal way to prove an inequality? Feb27 reviewed Reviewed Find the value of the variable $p$ Feb27 reviewed No Action Needed An inequality about integration… Feb27 reviewed No Action Needed How can I obtain a solution for the equation $a^2 + b^2 = c^2 + 1$? Feb27 reviewed No Action Needed How can one create random numbers with special correlations? Feb27 reviewed No Action Needed Convolution of which distribution will give a uniform distribution? Feb25 reviewed No Action Needed Most Suitable Book after Kline's Calculus? Feb23 reviewed No Action Needed Solve this integral $\frac{1}{2 \pi} \int_{0}^{2\pi} e^{\frac{i}{2} \left( n - m \right)x} \cos(x) dx$ Feb23 reviewed No Action Needed Point inside a tetrahedron joined to corners creates how many new internal planes? Feb19 reviewed Reviewed Definite integral involving arctangents Feb16 reviewed No Action Needed Estimate Pathways given Transition Counts between Nodes Feb16 reviewed No Action Needed Conditional Probability on Cards Feb16 reviewed Reviewed Any open subset of $\Bbb R$ is a at most countable union of disjoint open intervals. [Collecting Proofs] Feb15 reviewed No Action Needed Continuity of inverse function at endpoints Feb15 answered Elementary question on stabilizer and S3 Feb14 reviewed No Action Needed Is there a commutative operation for which the inverse of the operation is also commutative? Feb14 reviewed No Action Needed How to find a Fibonacci number that is divisible by $x$?