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1Newton's method (u.a.)
http://alpha.math.uga.edu/%7Epete/2400full.pdf
18 days ago by @knaevelboerrar
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1Would Newton's method classify as a Gradient Descent Method? - Stack Overflow
https://stackoverflow.com/questions/59798195/would-newtons-method-classify-as-a-gradient-descent-method
21 days ago by @knaevelboerrar
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1optimization - Which absolute and/or relative stopping criteria do use for Newton's method? - Computational Science Stack Exchange
https://scicomp.stackexchange.com/questions/36957/which-absolute-and-or-relative-stopping-criteria-do-use-for-newtons-method
21 days ago by @knaevelboerrar
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1real analysis - Bound on uniform norm of convolution of $L^p$ functions - Mathematics Stack Exchange
https://math.stackexchange.com/questions/793420/bound-on-uniform-norm-of-convolution-of-lp-functions?rq=1
21 days ago by @knaevelboerrar
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1partial differential equations - Question regarding Evan's proof of Global Approximation by $C^∞(\overline{U})$ functions - Mathematics Stack Exchange
https://math.stackexchange.com/questions/1729397/question-regarding-evans-proof-of-global-approximation-by-c%E2%88%9E-overlineu-f?rq=1
21 days ago by @knaevelboerrar
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1sobolev spaces - Global approximation by functions smooth up to the boundary - Mathematics Stack Exchange
https://math.stackexchange.com/questions/4109881/global-approximation-by-functions-smooth-up-to-the-boundary
21 days ago by @knaevelboerrar
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1real analysis - Properties of mollification for integrable functions - Mathematics Stack Exchange
https://math.stackexchange.com/questions/1969871/properties-of-mollification-for-integrable-functions
21 days ago by @knaevelboerrar
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1real analysis - Proving that mollified function has compact support for $\nu$ large enough - Mathematics Stack Exchange
https://math.stackexchange.com/questions/2951628/proving-that-mollified-function-has-compact-support-for-nu-large-enough
29 days ago by @knaevelboerrar
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1real analysis - proof of the Meyers-Serrin Theorem in Evans's PDE book - Mathematics Stack Exchange
https://math.stackexchange.com/questions/1521739/proof-of-the-meyers-serrin-theorem-in-evanss-pde-book
29 days ago by @knaevelboerrar
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1FEM Skript Juengel 2001
https://www.tuwien.at/index.php?eID=dumpFile&t=f&f=188856&token=858e472985ae8b68f353c303310259da177d0de6
29 days ago by @knaevelboerrar
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1complex analysis - Trivial or not: Dirac delta function is the unit of convolution. - Mathematics Stack Exchange
https://math.stackexchange.com/questions/1812811/trivial-or-not-dirac-delta-function-is-the-unit-of-convolution?rq=1
a month ago by @knaevelboerrar
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1ordinary differential equations - Diffusion smoothing - Mathematics Stack Exchange
https://math.stackexchange.com/questions/2623632/diffusion-smoothing
2 months ago by @knaevelboerrar
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1Laplace's Equation with Cauchy data - Mathematics Stack Exchange
https://math.stackexchange.com/questions/3673251/laplaces-equation-with-cauchy-data
2 months ago by @knaevelboerrar
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1sobolev spaces - The Relation between Holder continuous, absolutely continuous, $W^{1,1}$, and $BV$ functions - Mathematics Stack Exchange
https://math.stackexchange.com/questions/972554/the-relation-between-holder-continuous-absolutely-continuous-w1-1-and-b
2 months ago by @knaevelboerrar
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1real analysis - $C_c^{\infty}(\mathbb R^n)$ is dense in $W^{k,p}(\mathbb R^n)$ - Mathematics Stack Exchange
https://math.stackexchange.com/questions/572418/c-c-infty-mathbb-rn-is-dense-in-wk-p-mathbb-rn?noredirect=1&lq=1
2 months ago by @knaevelboerrar
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1real analysis - Poincare (Wirtinger) Inequality vanishing on subset of boundary? - Mathematics Stack Exchange
https://math.stackexchange.com/questions/2689491/poincare-wirtinger-inequality-vanishing-on-subset-of-boundary
2 months ago by @knaevelboerrar
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1partial differential equations - Poincaré inequality for a subspace of $H^1(\Omega)$ - Mathematics Stack Exchange
https://math.stackexchange.com/questions/2050619/poincar%C3%A9-inequality-for-a-subspace-of-h1-omega
2 months ago by @knaevelboerrar
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1sobolev spaces - Proving the composition of a function with an $H^1$ function is in $H^1$. - Mathematics Stack Exchange
https://math.stackexchange.com/questions/3933357/proving-the-composition-of-a-function-with-an-h1-function-is-in-h1
2 months ago by @knaevelboerrar
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1matrices - Every invertible matrix can be written as the exponential of one other matrix - Mathematics Stack Exchange
https://math.stackexchange.com/questions/333902/every-invertible-matrix-can-be-written-as-the-exponential-of-one-other-matrix
3 months ago by @knaevelboerrar
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1functional analysis - Chain rule in the Sobolev space $W^{1,p}$ - Mathematics Stack Exchange
https://math.stackexchange.com/questions/1110231/chain-rule-in-the-sobolev-space-w1-p
6 months ago by @knaevelboerrar
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1Lecture Notes on Calculus of Variations
T. Zhang. (2016)
8 years ago by @knaevelboerrar
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1Topological methods in data analysis and visualization : theory, algorithms, and applications
V. Pascucci. (2011)
8 years ago by @knaevelboerrar
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1Musimathics : the mathematical foundations of music
na. MIT Press, Cambridge, Mass.; London, (2006)
9 years ago by @knaevelboerrar
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1Mathematical themes and variations : exploring mathematics in music
na. Cambridge University Press, Cambridge, (2003)
9 years ago by @knaevelboerrar
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1Mathematics and music
D. Wright. American Mathematical Society, Providence, R.I., (2009)
9 years ago by @knaevelboerrar
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4Monte Carlo methods in financial engineering
P. Glasserman. Springer, New York, (2004)
10 years ago by @knaevelboerrar
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3Computational methods in finance
A. Hirsa. CRC Press, Boca Raton, FL, (2013)
10 years ago by @knaevelboerrar
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1Mathematische Bildverarbeitung : Einführung in Grundlagen und moderne Theorie
D. By Kristian Bredies. (2011)
10 years ago by @knaevelboerrar
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1Riemann's zeta function
H. Edwards. Dover Publications, Mineola, NY, (2001)
10 years ago by @knaevelboerrar
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1Geometry
V. Prasolov, and V. Tikhomirov. American Mathematical Society, Providence, R.I., (2001)
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ss2014
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1Newton's method (u.a.)

1Would Newton's method classify as a Gradient Descent Method? - Stack Overflow

1optimization - Which absolute and/or relative stopping criteria do use for Newton's method? - Computational Science Stack Exchange

1real analysis - Bound on uniform norm of convolution of $L^p$ functions - Mathematics Stack Exchange

1partial differential equations - Question regarding Evan's proof of Global Approximation by $C^∞(\overline{U})$ functions - Mathematics Stack Exchange

1sobolev spaces - Global approximation by functions smooth up to the boundary - Mathematics Stack Exchange

1real analysis - Properties of mollification for integrable functions - Mathematics Stack Exchange

1real analysis - Proving that mollified function has compact support for $\nu$ large enough - Mathematics Stack Exchange

1real analysis - proof of the Meyers-Serrin Theorem in Evans's PDE book - Mathematics Stack Exchange

1FEM Skript Juengel 2001

1complex analysis - Trivial or not: Dirac delta function is the unit of convolution. - Mathematics Stack Exchange

1ordinary differential equations - Diffusion smoothing - Mathematics Stack Exchange

1Laplace's Equation with Cauchy data - Mathematics Stack Exchange

1sobolev spaces - The Relation between Holder continuous, absolutely continuous, $W^{1,1}$, and $BV$ functions - Mathematics Stack Exchange

1real analysis - $C_c^{\infty}(\mathbb R^n)$ is dense in $W^{k,p}(\mathbb R^n)$ - Mathematics Stack Exchange

1real analysis - Poincare (Wirtinger) Inequality vanishing on subset of boundary? - Mathematics Stack Exchange

1partial differential equations - Poincaré inequality for a subspace of $H^1(\Omega)$ - Mathematics Stack Exchange

1sobolev spaces - Proving the composition of a function with an $H^1$ function is in $H^1$. - Mathematics Stack Exchange

1matrices - Every invertible matrix can be written as the exponential of one other matrix - Mathematics Stack Exchange

1functional analysis - Chain rule in the Sobolev space $W^{1,p}$ - Mathematics Stack Exchange

publications (hide)19
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1Lecture Notes on Calculus of Variations

1Topological methods in data analysis and visualization : theory, algorithms, and applications

1Musimathics : the mathematical foundations of music

1Mathematical themes and variations : exploring mathematics in music

1Mathematics and music

4Monte Carlo methods in financial engineering

3Computational methods in finance

1Mathematische Bildverarbeitung : Einführung in Grundlagen und moderne Theorie

1Riemann's zeta function

1Geometry

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