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Mar
17
asked On norms for “more complicated objects”
Mar
11
asked Is there a name for an object with both position and velocity?
Feb
23
answered Riemann Zeta Function and Including Complex Numbers
Feb
19
asked What is known about the complex solutions to $\zeta(s)=-1$?
Jan
24
answered The meaning of dot centered vertically, as in $3\cdot 5$
Jan
20
answered Closed form for $ \prod_{k=1}^n (a+k^2) $
Jan
18
asked Is there a name for functions “opposite in nature” to orthogonal functions?
Jan
17
asked Examples of orthogonal/orthonormal functions which are not finite degree polynomials?
Jan
7
answered How to calculate $ \int_0^1 \frac{(1+x)^{2r-1}}{1+x^2}dx $?
Dec
20
asked Could “$\infty$” be understood by taking the reciprocals of the Hyperreal numbers?
Nov
20
answered Finding the roots of $x^2+(3+5i)x+(7+11i)=0$
Nov
10
asked Is the derivative of $\{x\}$ on $(0,1)$ always equal to $1$?
Nov
9
answered Finding a limit using L'Hospital's rule
Oct
24
asked Nature of the range of $e^x$
Oct
20
asked Specific form of differential equation
Oct
15
asked Quotient of two rational sequences and the nature of its limit
Oct
15
answered Let$\ x$ be a real number between$\ 0$ and$\ 1$. Is it possible to write$\ e^{x}$ as a function of$\ \Gamma \left(x+1\right)$?
Oct
8
asked Is it possible to abstract a Riemann integral into a “higher” integral with measure?
Oct
8
answered How to calculate $\sum\limits_{k=0}^{n}{k\dbinom{n}{k}}$
Sep
27
asked A question on the Wronskian