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Fabian
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3
How can $(z-1)^{-2}(z-2)^{-1}$ be represented as a Laurent series on $2<|z|<3$?
3
Asymptotic expansion of integral involving modified Bessel-function
3
Sufficient condition for a matrix to be positive definite
3
What it the fastest/most efficient algorithm for estimating Euler's Constant $\gamma$?
3
Why is $\int_{n}^{n+1}\int_{n}^x |f'(x)|\,dx \leq \int_{n}^{n+1} |f'(x)|\,dx$ for $x \in [n,n+1]$?
3
question on $\mathfrak{su}(2)$
3
how to solve the following inequality?
3
How can an object grow so that the ratio of surface area to volume remains constant?
3
Is there a name for this function?
3
Generalized form for a matrix $A$ where $\text{Tr}(A^2) = 0$, $\text{Tr}(A) \ne 0$
3
Word Problems - Racer
3
Proving a Laguerre polynomial integral
3
Why does $a_n = (1+\frac{2}{n})^{n}$ converge to $e^2$?
3
The relationship between mean and variance in the context of system energy and the partition function
3
how to solve this nonlinear partial differential equation?
3
Prove that $f(x)=e^x$ is Riemann integrable using Riemann sums
3
What is the root linear coefficient theorem?
3
Differential equation problem in Maple
3
Can I get a better bound on this function?
3
Differential equation $ y'= \log(ax+by+c)~ ;a,b,c \in R$
3
expansion of an expression
3
How to find a Newton-like approximation for that function?
2
Help manipulating a sum
2
Delta Function Integration
2
Expectation and variance of this stochastic process
2
A standard quadratic minimization problem
2
Fourier transform of product
2
Characteristic function as limit of integrals.
2
Integral. $\int_{0}^{s}{\lambda \cdot |t|^{q-2}\cdot t\text{dt}}$
2
A problem in Probability
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