Badges woven in the strips

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points $x_i\in\... geometry optimization algorithms gradient-descent asked yesterday museful silver badges bronze badges votes answer views how do i solve the current recurrence relation with the substitution (guess and verify) method?

algorithm provided by gonzalez gives a -approximate solution. what will be the approximation factor of the algorithm if the points are in d-... algorithms euclidean-geometry computational-complexity asked yesterday mateo bronze badges votes answers views can a deep learning algorithm approximate or...

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tags users unanswered questions tagged [maxima-minima] ask question in mathematical analysis, the maxima and minima (the respective plurals of maximum and minimum) of a function, known collectively as extrema (the plural of extremum), are the largest and smallest value of the function, either within

for $a,b,c,d \geq $, the following identity showed up in a paper i was reading. $$ |ac - bd| \leq \max(a,b) | c-d| + \max(c,d)|a-b| $$ well, to be precise, it's simply that they cited a step in a ... absolute-value maxima-minima asked yesterday ziddletwix bronze badges votes answers views how to evaluate...

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\left|\vec{r}_ -\vec{r}_ \right|$$ and distance vector namely $$\vec r_{ }=\... vectors norm asked yesterday wisdom silver badge bronze badges votes answers views computing the norm of a continuous functional over $c([ ])$ consider a functional $c([ ])\ni f \mapsto f( ) \in \mathbb{r}$. let the norm

let $\|\cdot\|$ be the euclidean norm on $\mathbb{r}^ $. for all $a\ge $, the level set $\{(x,y) \in \mathbb{r}^ : \|(x,y)\| = a\}$ is a circumference with radius $a$. i am interested in defining a ... geometry convex-analysis norm asked days ago user bronze badges votes answers views the norm of sum...

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