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An expert is a man who has made all the mistakes, which can be made, in a very narrow field. (Niels Bohr)


Mar
21
comment Prove that $\mu(a, b)= \mu(1, b/a)$.
Also add the reference (and the relevant page) this exercise. That way, members of the MSE help you.
Mar
21
reviewed Reviewed Bayesian Statistics
Mar
21
revised Prove that $\mu(a, b)= \mu(1, b/a)$.
LaTeX and edit imagem
Mar
21
reviewed Approve suggested edit on polynomial series and root multiplicity
Mar
21
reviewed Looks Good Why has $\int \sin (\sin x) dx$ not been solved yet?
Mar
21
reviewed Close Proving $\lim_{x \rightarrow 2} \sqrt[3]{x} = \sqrt[3]{2} $ using $\epsilon - \delta$ definition
Mar
19
reviewed Reject suggested edit on Matlab code for logistic map bifurcation
Mar
19
reviewed Close How to prove that these two matrices have the same eigenvalues?
Mar
19
revised Why the $\nabla f(x)$ in the direction orthogonal to $f(x)$?
added 8 characters in body
Mar
16
awarded  Reviewer
Mar
16
reviewed No Action Needed Exercise from Assem-Simson-Skowronski
Mar
15
reviewed Approve suggested edit on Summation of a series with certain property
Mar
15
reviewed Reviewed How do I calculate the Radius of convergence of this sum
Mar
14
reviewed No Action Needed How can I construct this exponential function?
Mar
12
reviewed No Action Needed Intersection of kernels implies linear dependence of functionals
Mar
12
reviewed Approve suggested edit on Prove $f_x(0,0) , f_y(0,0)$ exist
Mar
12
reviewed No Action Needed Show that if G is a simple graph with at least 4 vertices and 2n-3 edges, it must have two cycles of the same length.
Mar
11
comment Inexact Newton method.
@LutzL I know the Newton-Kantorovich theorem and its several versions. The point is that this question calls for a robust version of the Kantorovich theorem. And not only robust robust locally but globally robust.
Mar
10
reviewed Close the sum of the first n odd integers squared proof
Mar
10
reviewed Close Matlab terminate code if warning occurs