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Polynomial and algebraic computation

TopicLeading institutions, researchers & key papers

Polynomial and algebraic computation is a topic indexed in ScholarIQ from OpenAlex.

What is known about Polynomial and algebraic computation?

ScholarIQrecord summary

This cluster of papers covers topics in symbolic computing, including efficient algorithms for solving polynomial systems, Gröbner bases computation, tropical geometry, and applications in cryptography such as cryptanalysis of various cryptosystems. It also explores numerical methods for algebraic geometry and the use of max-plus algebra in certain computational problems.

How many works does Polynomial and algebraic computation have?

ScholarIQindexed works

Polynomial and algebraic computation has 60,656 works in the ScholarIQ index. The count is the OpenAlex total, not the number of papers listed on this page.

How many citations does Polynomial and algebraic computation have?

ScholarIQcitation count

Polynomial and algebraic computation has 367,790 citations in the OpenAlex counts ScholarIQ stores.

What is the OpenAlex record for Polynomial and algebraic computation?

ScholarIQopenalex

The OpenAlex for Polynomial and algebraic computation is on the source record.

Who are the most-cited researchers behind Polynomial and algebraic computation?

ScholarIQtop researchers by citations
1
Thomas J.R. Hughes · Advanced Numerical Methods in Computational Mathematics
739 works105,174 citations
2
Professor Gary S. Collins · Meta-analysis and systematic reviews
807 works93,980 citations
3
Gene H. Golub · Matrix Theory and Algorithms
438 works88,461 citations
4
Leonidas Guibas · 3D Shape Modeling and Analysis
886 works84,949 citations
5
Adi Shamir · Cryptographic Implementations and Security
268 works67,192 citations

Where is Polynomial and algebraic computation research published, and who funds it?

ScholarIQvenues & funding sources

TOP JOURNALS

No journal data available yet.

TOP FUNDERS

National Science Foundation—
NIH—
Wellcome Trust—
European Research Council—
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