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supremum norm and L2 nom

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#normed-spaces #supremum-and-infimum
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Computing the infimum in convex optimization

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#normed-spaces #convex-optimization #supremum-and-infimum
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Proving sup(A + B) = sup A + sup B

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The validity of $\sup(A\cup B)=\sup\{\sup(A),\sup(B)\}$, i.e. which $\sup$'s need to exist

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#order-theory #supremum-and-infimum
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If $f (x) \leqslant g (y)$ for all $x,y\in [0,1]$, then $\sup R(f) \leqslant \inf R(g)$? True/False

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#real-analysis #supremum-and-infimum
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Supremum and infimum of $\frac{x}{\sin x}$ on $\left[0,\frac{\pi}{2}\right]$

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#real-analysis #supremum-and-infimum
56
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The max of the modulus of difference of a continuous function

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#complex-analysis #supremum-and-infimum
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How do I calculate the Supremum and Infimum of these sets

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#supremum-and-infimum
48
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Finding supremum of a sequence - i can't understand my instructor

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#supremum-and-infimum
230
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characterizing the sup over distributions in terms of quantile functions

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#real-analysis #probability #probability-distributions #supremum-and-infimum
101
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prove that $\inf \{ a^n:n\in \mathbb{N}^* \}=0, 0<a<1$

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#sequences-and-series #analysis #supremum-and-infimum #upper-lower-bounds
288
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Properties Lebesgue measure. open set, closed set, compact set.

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#measure-theory #lebesgue-measure #supremum-and-infimum
70
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Determining the infimum of a supremum

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#real-analysis #supremum-and-infimum
31
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What is $\mathrm{sup}\{4x-2y:x,y \in \mathbb{R}, x^2+y^2<4\}$?

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#calculus #real-analysis #analysis #supremum-and-infimum
182
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Corollary to the Banach-Steinhaus Theorem

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#inequality #vector-spaces #linear-transformations #normed-spaces #supremum-and-infimum

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