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seen Oct 5 at 20:31

Aug
13
reviewed No Action Needed What is a fiber bundle? (for non-mathematicians)
Aug
13
reviewed Looks OK Evaluating $\sum_{n=0}^{\infty}{\arctan(n+2)-\arctan(n)}$
Aug
13
reviewed Approve suggested edit on How to solve the Riccati's differential equation
Aug
13
reviewed Close How to calculate no. of binary strings containg substring “00”?
Aug
13
reviewed Approve suggested edit on Derivative of $(x^TAx)^2$
Aug
13
reviewed No Action Needed Vectors and Matrix Calculations
Aug
13
reviewed Leave Open How to determine the series for $ f(x) = \sqrt{1-\sqrt{1+\sqrt{1-\sqrt{1+x}}}} $ around $0$?
Aug
13
reviewed Close Dobble card game - mathematical background
Aug
12
reviewed No Action Needed On the absolute integrability of radially symmetric functions
Aug
12
reviewed No Action Needed Is the operation taking a matrix to the power of another matrix well-defined?
Aug
12
reviewed No Action Needed Is there a simple form of a Gödel sentence?
Aug
12
reviewed Approve suggested edit on Proving property of polynomials
Aug
12
reviewed Approve suggested edit on As an Introduction - A Mathematical Introduction to Logic by Herbert B. Enderton?
Aug
12
reviewed Approve suggested edit on As an Introduction - A Mathematical Introduction to Logic by Herbert B. Enderton?
Aug
12
reviewed Approve suggested edit on Differential equation with start condition and maximum capacity
Aug
12
reviewed Leave Open How are sets “trees with no symmetries”
Aug
12
reviewed Approve suggested edit on If $A$ is compact and $B$ is Lindelöf space , will be $A \cup B$ Lindelöf
Aug
12
reviewed Approve suggested edit on The one point compatification of a countable $KC$ space$X$ is $KC$ if and only if $X$ is compact
Aug
12
reviewed Reopen Why are there mathematicians that do not use computers?
Aug
11
reviewed Reject suggested edit on the partial derivative of $f(x,y)=\ln(x+\sqrt{x^2+y^2}), f_x (3,4)$