Nets Hawk Katz - Concepedia

Author

Nets Hawk Katz

University of California, Los Angeles

Also Known As

Bateman, M., Katz, Nets, Katz, Nets H., Katz, Nets Hawk, Nets Hawk Katz, Nets Hawk Katz‡, Nets Katz

Publications

2.2K

Citations

H-Index

Concepts

All Affiliations

University of California, Los Angeles Indiana University Bloomington Yale University University of Illinois Chicago University of Edinburgh

About

Nets Hawk Katz is an author at University of California, Los Angeles specializing in engineering, functional analysis, and discrete mathematics.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	12	12	901
2	Education	1	1	16
3	Physics	1	1	100
4	Combinatorial Optimization	1	1	15
5	Energy	1	1	43

Nets Hawk Katz

Publications

Citations

H-Index

Page 1

	Year	Citations
A sum-product estimate in finite fields, and applications Jean Bourgain, Nets Hawk Katz, Terence Tao Geometric and Functional Analysis Mathematical ProgrammingEngineeringComputational Number TheoryFinite FieldAnalytic Number Theory	2004	373
On the Erdős distinct distances problem in the plane Larry Guth, Nets Hawk Katz Annals of Mathematics	2014	331
Algebraic methods in discrete analogs of the Kakeya problem Larry Guth, Nets Hawk Katz Advances in Mathematics Mathematical ProgrammingDiscrete AnalogsAlgebraic MethodDiscrete MathematicsDiscrete Structure	2010	127
The Fuglede spectral conjecture holds for convex planar domains Alex Iosevich, Nets Hawk Katz, Terence Tao Mathematical Research Letters	2003	114
Some connections between Falconer's distance set conjecture, and sets of Furstenburg type Nets Hawk Katz, Terence Tao ArXiv.org Unsolved ConjecturesGeometric CombinatoricsDiscrete GeometryEngineeringRing Conjecture	2001	107
On the Erdos distinct distance problem in the plane Larry Guth, Nets Hawk Katz arXiv (Cornell University)	2010	103
Finite time blow-up for a dyadic model of the Euler equations Nets Hawk Katz, Nataša Pavlović Transactions of the American Mathematical Society Dyadic Navier-stokes EquationsCompressible FlowEngineeringPhysicsFluid Mechanics	2004	100
Convex bodies with a point of curvature do not have Fourier bases Alex Iosevich, Nets Hawk Katz, Terry Tao American Journal of Mathematics Integral GeometryNonsymmetric CaseGlobal GeometryEngineeringNon-vanishing Gaussian Curvature	2001	92
A slight improvement to Garaev's sum product estimate Nets Hawk Katz, Chun‐Yen Shen Proceedings of the American Mathematical Society Sum Product EstimateDi-trotter Incidence TheoremEngineeringFinite FieldExponential Sum Estimates	2008	78
An Improved Bound on the Minkowski Dimension of Besicovitch Sets in ℝ 3 Nets Hawk Katz, Terence Tao Annals of Mathematics	2000	70

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