Erich Kaltofen

Erich Kaltofen

North Carolina State University

H-index: 52

North America-United States

About Erich Kaltofen

Erich Kaltofen, With an exceptional h-index of 52 and a recent h-index of 19 (since 2020), a distinguished researcher at North Carolina State University, specializes in the field of Symbolic Computation.

His recent articles reflect a diverse array of research interests and contributions to the field:

The GKR Protocol Revisited: Nearly Optimal Prover-Complexity for Polynomial-Time Wiring Algorithms and for Primality Testing in n1/2+ o (1) Rounds

A note on the van der Waerden conjecture on random polynomials with symmetric Galois group for function fields

Sparse polynomial Hermite interpolation

A note on sparse polynomial interpolation in Dickson polynomial basis

On computing the degree of a Chebyshev polynomial from its value

Computing Higher Polynomial Discriminants

Hermite Interpolation With Error Correction: Fields of Zero or Large Characteristic and Large Error Rate

Hermite rational function interpolation with error correction

Erich Kaltofen Information

University

Position

___

Citations(all)

8225

Citations(since 2020)

1341

Cited By

8232

hIndex(all)

52

hIndex(since 2020)

19

i10Index(all)

121

i10Index(since 2020)

39

Email

University Profile Page

North Carolina State University

Google Scholar

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Erich Kaltofen Skills & Research Interests

Symbolic Computation

Top articles of Erich Kaltofen

Title

Journal

Author(s)

Publication Date

The GKR Protocol Revisited: Nearly Optimal Prover-Complexity for Polynomial-Time Wiring Algorithms and for Primality Testing in n1/2+ o (1) Rounds

Erich L Kaltofen

2022/7/4

A note on the van der Waerden conjecture on random polynomials with symmetric Galois group for function fields

arXiv preprint arXiv:2204.02836

Erich L Kaltofen

2022/4/6

Sparse polynomial Hermite interpolation

Erich L Kaltofen

2022/7/4

A note on sparse polynomial interpolation in Dickson polynomial basis

ACM Communications in Computer Algebra

Erdal Imamoglu

Erich L Kaltofen

2021/5/10

On computing the degree of a Chebyshev polynomial from its value

Journal of Symbolic Computation

Erdal Imamoglu

Erich L Kaltofen

2021/5/1

Computing Higher Polynomial Discriminants

Erich L Kaltofen

2021/7/18

Hermite Interpolation With Error Correction: Fields of Zero or Large Characteristic and Large Error Rate

Erich L Kaltofen

Clément Pernet

Zhi-Hong Yang

2021/7/18

Hermite rational function interpolation with error correction

Erich L Kaltofen

Clément Pernet

Zhi-Hong Yang

2020

Polynomial Factorization 1982–1986

Erich Kaltofen

2020/12/17

Sparse interpolation with errors in Chebyshev basis beyond redundant-block decoding

IEEE Transactions on Information Theory

Erich L Kaltofen

Zhi-Hong Yang

2020/9/28

Elimination-based certificates for triangular equivalence and rank profiles

Journal of Symbolic Computation

Jean-Guillaume Dumas

Erich Kaltofen

David Lucas

Clément Pernet

2020/5/1

Computing approximate greatest common right divisors of differential polynomials

Foundations of Computational Mathematics

Mark Giesbrecht

Joseph Haraldson

Erich Kaltofen

2020/4

See List of Professors in Erich Kaltofen University(North Carolina State University)

Co-Authors

H-index: 88
John Canny

John Canny

University of California, Berkeley

H-index: 65
Victor Shoup

Victor Shoup

New York University

H-index: 32
Pascal Koiran

Pascal Koiran

École Normale Supérieure de Lyon

H-index: 32
Stephen M. Watt

Stephen M. Watt

University of Waterloo

H-index: 30
Mukkai Krishnamoorthy

Mukkai Krishnamoorthy

Rensselaer Polytechnic Institute

H-index: 26
Michael Monagan

Michael Monagan

Simon Fraser University

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