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New posts in bounded-variation
Total variation of (weakly) differentiable functions
measure-theory
sobolev-spaces
geometric-measure-theory
bounded-variation
Integral of the derivative of a function of bounded variation
calculus
measure-theory
functional-analysis
bounded-variation
Bounded variation and $\int_a^b |F'(x)|dx=T_F([a,b])$ implies absolutely continuous
real-analysis
bounded-variation
Functions of bounded variation as the dual of $C([a,b])$
functional-analysis
bounded-variation
Total variation measure vs. total variation function
real-analysis
measure-theory
bounded-variation
Bounded linear function implication
linear-algebra
convex-optimization
bounded-variation
Upper Bound of Logarithm
analysis
logarithms
bounded-variation
Does differentiable function of bounded variation have bounded derivative?
real-analysis
bounded-variation
If a function is not continuous then is it possible for bounded function in given range? [duplicate]
calculus
functions
derivatives
continuity
bounded-variation
bounded variation functions on $[0,1]$ are always $L_2[0,1]$?
real-analysis
functional-analysis
lp-spaces
bounded-variation
The Relation between Holder continuous, absolutely continuous, $W^{1,1}$, and $BV$ functions
sobolev-spaces
bounded-variation
holder-spaces
Total Variation and indefinite integrals
real-analysis
measure-theory
lebesgue-integral
bounded-variation
An application of Baire Category Theorem
real-analysis
functional-analysis
bounded-variation
baire-category
The question regrading to density argument in analysis.
real-analysis
functional-analysis
limits
sobolev-spaces
bounded-variation
Functions of bounded variation on all $\mathbb{R}$
measure-theory
integration
bounded-variation
When is $F(x)=x^a\sin(x^{-b})$ with $F(0)=0$ of bounded variation on $[0,1]$?
real-analysis
measure-theory
bounded-variation
Prove the normed space of bounded variation functions is complete
real-analysis
banach-spaces
bounded-variation
Riemann-stieltjes integral and the supremum of f
integration
analysis
continuity
bounded-variation
is uniform convergent sequence leads to bounded function?
uniform-convergence
bounded-variation
If $f$ is of bounded variation is $f$ Riemann integrable?
real-analysis
integration
bounded-variation
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