Faculty

Institution

Unit

Venue

Arie Israel

Associate Professor

University of Texas at Austin

Affiliations

College of Natural Sciences

Mathematics

Arie Israel is currently serving as a College Of Natural Sciences Associate Professor at University of Texas At Austin.

Honors

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Experiences

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Education

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Arie Israel

University of Texas at Austin

Associate Professor

You can click a keyword to filter the displayed items

applied mathematics mathematics mathematical analysis systems engineering operator theory functional analysis automatic control control systems control optimization geometric interpolation interpolation spaces computer science reinforcement learning mathematical optimization mathematical sciences controller synthesis control engineering learning control trajectory optimization control science curve fitting myopic control physically-viable data-driven models on-the-fly control geometric analysis econometrics modeling and simulation control system technology computational intelligence computational optimization global optimization numerical mathematics nonlinear analysis spectral theory quantum science matrix theory matrix analysis intelligent control dynamical analysis mathematical proof trajectory planning constrained optimization unconstrained optimization nonlinear control finite model theory numerical method for partial differential equation integral geometry riemannian geometry analytic number theory function theory sobolev extension finiteness principles smooth nonnegative functions safe controller synthesis data-driven differential inclusions smooth functions arithmetic-geometric mean inequality small perturbations control-oriented learning sobolev extension operators safety assessemt finite set sobolev function

Notable Scholarly Works

Notable Federal Grants

Collaborators

The Sobolev Extension Problem on Trees and in the Plane. Advanced Nonlinear Studies (2025)

Jacob CarruthArie Israel

numerical analysisapplied mathematicssobolev extension problem

Jacob CarruthArie Israel

extension problemnumerical analysisapplied mathematics

Constrained, Global Optimization of Unknown Functions With Lipschitz Continuous Gradients. SIAM Journal on Optimization (2022)

Abraham P. VinodArie IsraelUfuk Topcu

mathematical optimizationunconstrained optimizationnumerical analysisunknown functionscomputational optimizationlipschitz continuous gradientsconstrained optimizationglobal optimization

On-The-Fly Control of Unknown Nonlinear Systems With Sublinear Regret. IEEE Transactions on Automatic Control (2022)

Abraham P. VinodArie IsraelUfuk Topcu

sublinear regretsystems engineeringcontrol engineeringautomatic controlcontrol optimizationcontrol systemsnonlinear controlunknown nonlinear systemson-the-fly control

The Norm of Linear Extension Operators for C M − 1, 1 ( R N <MML:…. Advances in Mathematics (2022)

J. CarruthA. Frei-PearsonA. Israel

analytic number theoryparticle physicsmathematical physicsmathematicsquantum sciencelinear extension operatorsapplied mathematicsmaterials science

Overview. Routledge eBooks (2021)

Philip A. Loubere

The Norm of Linear Extension Operators for $C^{M-1,1}(\Mathbb{R}^N)$. arXiv (Cornell University) (2021)

Jacob CarruthAbraham Frei-PearsonArie Israel

graph theoryparticle physicsoperator theorylinear extension operatorsapplied mathematics

𝐶^{𝑚} Interpolation for Finite Data. Regional conference series in mathematics (2020)

Fefferman, CharlesIsrael, Arie

mathematical optimizationgeometric interpolationfinite datacurve fittingnumerical method for partial differential equationnumerical analysisinterpolation spacesmathematicsdiscrete mathematicsfinite model theorynumerical linear algebramathematical analysisapproximation theoryapplied mathematicsmathematical sciences

Convexified Contextual Optimization for On-The-Fly Control of Smooth Systems. 2022 American Control Conference (ACC) (2020)

Abraham P. VinodArie IsraelUfuk Topcu

systems engineeringunmanned aerial vehiclessmooth systemscontextual optimizationon-the-fly control

CORRIGENDUM: A Coordinate-Free Proof of the Finiteness Principle for Whitney’s Extension Problem. Revista Matemática Iberoamericana (2020)

Jacob CarruthAbraham Frei-PearsonArie IsraelBo'az Klartag

graph theorycoordinate-free proofmathematicsextension problemfiniteness principle

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Arie Israel

Associate Professor

University of Texas at Austin

Affiliations

College of Natural Sciences

Mathematics

Arie Israel is currently serving as a College Of Natural Sciences Associate Professor at University of Texas At Austin.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Arie Israel

University of Texas at Austin

Associate Professor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

The Sobolev Extension Problem on Trees and in the Plane. Advanced Nonlinear Studies (2025)

Jacob CarruthArie Israel

numerical analysisapplied mathematicssobolev extension problem

Jacob CarruthArie Israel

extension problemnumerical analysisapplied mathematics

Constrained, Global Optimization of Unknown Functions With Lipschitz Continuous Gradients. SIAM Journal on Optimization (2022)

Abraham P. VinodArie IsraelUfuk Topcu

mathematical optimizationunconstrained optimizationnumerical analysisunknown functionscomputational optimizationlipschitz continuous gradientsconstrained optimizationglobal optimization

On-The-Fly Control of Unknown Nonlinear Systems With Sublinear Regret. IEEE Transactions on Automatic Control (2022)

Abraham P. VinodArie IsraelUfuk Topcu

sublinear regretsystems engineeringcontrol engineeringautomatic controlcontrol optimizationcontrol systemsnonlinear controlunknown nonlinear systemson-the-fly control

The Norm of Linear Extension Operators for C M − 1, 1 ( R N <MML:…. Advances in Mathematics (2022)

J. CarruthA. Frei-PearsonA. Israel

analytic number theoryparticle physicsmathematical physicsmathematicsquantum sciencelinear extension operatorsapplied mathematicsmaterials science

Overview. Routledge eBooks (2021)

Philip A. Loubere

The Norm of Linear Extension Operators for $C^{M-1,1}(\Mathbb{R}^N)$. arXiv (Cornell University) (2021)

Jacob CarruthAbraham Frei-PearsonArie Israel

graph theoryparticle physicsoperator theorylinear extension operatorsapplied mathematics

𝐶^{𝑚} Interpolation for Finite Data. Regional conference series in mathematics (2020)

Fefferman, CharlesIsrael, Arie

Convexified Contextual Optimization for On-The-Fly Control of Smooth Systems. 2022 American Control Conference (ACC) (2020)

Abraham P. VinodArie IsraelUfuk Topcu

systems engineeringunmanned aerial vehiclessmooth systemscontextual optimizationon-the-fly control

CORRIGENDUM: A Coordinate-Free Proof of the Finiteness Principle for Whitney’s Extension Problem. Revista Matemática Iberoamericana (2020)

Jacob CarruthAbraham Frei-PearsonArie IsraelBo'az Klartag

graph theorycoordinate-free proofmathematicsextension problemfiniteness principle

1
2
3
10 / page

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Similar Faculty Members

Hari Bercovici

Institution

Indiana University Bloomington

applied mathematics

mathematics

Hector O. Fattorini

Institution

University of California, Los Angeles

control optimization

functional analysis

Gelu Popescu

Institution

University of Texas at San Antonio

operator algebra

difference equation

Jose Luis Menaldi

Institution

Wayne State University

stochastic integrals

control optimization

Isaac Goldbring

Institution

University of California, Irvine

mathematical logic

logic in computer science

Joel A. Rosenfeld

Institution

University of South Florida

applied mathematical modelling

cyber-physical systems

Frank Deutsch

Institution

Pennsylvania State University

approximation method

classical approximation

Alan Schumitzky

Institution

University of Southern California

biostatistics

pharmacology

Boris Shekhtman

Institution

University of South Florida

spectral theory

functional analysis

Gisèle Goldstein

Institution

University of Memphis

mathematical physics

density functional theory