Find answers to your questions about Mathematics or help others by answering their Mathematics questions.
Consider a function $f:mathbb{R}to mathbb{R}$ of class $C^1$. If $f(0)=0$ and $f'(0)>0$ it's clear that there exist some $t_0>0$ such that $f(t_0)>0$. Now if...
Asked on 01/14/2021 by ECL
1 answerI'm studying deeply the Curtis' MOG original article, i.e. a New combinatorial approach to $M_{24}$ and I'm still struggling a bit in reading the final 35 6x4 matrices representing...
Asked on 01/13/2021 by riccardoventrella
0 answerKuang and Tabak (2017) mentions that:"closed-form solutions of the multidimensional optimal transport problems are relatively rare, a number of numerical algorithms have been proposed."I'm wondering if there...
Asked on 01/13/2021 by random_shape
2 answerI have a couple questions that I undertstood (maybe) intuitively and tried to prove them somehow, I would like if someone can give feedback and tell me if I'm doing...
Asked on 01/13/2021 by Pwaol
1 answer(a) A coach wants to form two (2) teams of five (5) from the eleven players on the team for a scrimmage game (i.e., just a small practice game where...
Asked on 01/13/2021 by diagoot
0 answerI'm looking for an easier proof of the identity (attributed to K.$,$F.$,$W.$,$Rohn)$$R_n(bar{x}):=det_{1leqslant i,jleqslant n}left{frac{x_i-x_j}{x_i+x_j}right}=prod_{i<j}left(frac{x_i-x_j}{x_i+x_j}right)^2,$$where $bar{x}:=(x_1,ldots,x_n)$ and $n$ is even...
Asked on 01/12/2021 by metamorphy
1 answerI need some help going between two equivalent definitions. First some notation : $bullet$ For $Asubseteq mathcal{X}$ and $r>0$ define what is called the r-blowup of ...
Asked on 01/12/2021 by Monty
1 answerI have the following transition matrix $P$ begin{equation}P=begin{pmatrix}1/2 & 1/3 & 1/6\1/4 & 3/4 & 0\1/5 & 2/5 & 2/5end{pmatrix}end{equation} I...
Asked on 01/12/2021 by Ignacio Toro
2 answerI'm trying to show the following. Let $A$ be an invertible $ntimes n$-matrix and $delta A$ be the smallest possible matrix, measured in a subordinate (natural) matrix...
Asked on 01/12/2021 by Flerovium
0 answerMorley's theorem says if $T$ is a complete theory in a countable language and $T$ is $kappa$-categorical for some uncountable $kappa$, then $T$ is ...
Asked on 01/12/2021 by user826451
1 answerGet help from others!
Recent Questions
Recent Answers
© 2024 TransWikia.com. All rights reserved. Sites we Love: PCI Database, UKBizDB, Menu Kuliner, Sharing RPP