Reputation
2,597
Top tag
Next privilege 3,000 Rep.
Cast close and reopen votes
Badges
9 27
Newest
 Yearling
Impact
~80k people reached

Apr
4
accepted Solving $z=w/2-\sin(tw)/(2t)$ for $w$
Apr
2
accepted Question on branches and $\iff$.
Feb
21
accepted Examples of orthogonal/orthonormal functions which are not finite degree polynomials?
Feb
19
accepted What is known about the complex solutions to $\zeta(s)=-1$?
Dec
20
accepted Could “$\infty$” be understood by taking the reciprocals of the Hyperreal numbers?
Nov
10
accepted Is the derivative of $\{x\}$ on $(0,1)$ always equal to $1$?
Oct
24
accepted Nature of the range of $e^x$
Oct
20
accepted Specific form of differential equation
Oct
16
accepted Quotient of two rational sequences and the nature of its limit
Oct
9
accepted Are these functions identical?
Sep
27
accepted Can I use the residue calculus here?
Sep
27
accepted A question on the Wronskian
Sep
22
accepted Bounds on the real and imaginary parts of the digamma function $\psi $
Sep
17
accepted When can I expect the derivative of an inequality to always hold true?
Sep
15
accepted Inverse Laplace Transform of $(s+1)/z^s$
Sep
11
accepted Useful device in complex analysis (Perron's formula)
Sep
8
accepted Is anything known about $2\pi$ integer multiple arguments of the cosine integral?
Aug
26
accepted Proof that $\zeta'(-2n)=(-1)^n\frac{(2n)!}{2(2\pi)^{2n}}\zeta(2n+1)$.
Aug
18
accepted Irrational number “test”?
Aug
12
accepted Evaluation of $\int_0^\infty \frac{(x^2+y^2)^{-s/2}}{e^{2\pi y}-1}\cos(s \arctan(y/x))dy$