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The 2-dimensional Jacobian Conjecture: A computational approach
Ronen Peretz
Department of Mathematics
Research output
:
Chapter in Book/Report/Conference proceeding
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Chapter
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peer-review
2
Scopus citations
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Dive into the research topics of 'The 2-dimensional Jacobian Conjecture: A computational approach'. Together they form a unique fingerprint.
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Mathematics
Polynomial
100%
Computational Approach
100%
Open Problem
60%
Polynomial Mapping
60%
Mathematics
40%
Matrix (Mathematics)
20%
Counterexample
20%
Maximum Degree
20%
Morphism
20%
Algebraic Geometry
20%
Computational Algebra
20%
Order of a polynomial
20%
Leading Coefficient
20%
Complex Field
20%
Coordinate Function
20%
Keyphrases
Computational Approach
100%
Jacobian Conjecture
100%
Polynomial Mappings
30%
Grbner Bases
30%
Jacobian
20%
Ideal Membership Problem
20%
Jacobian Ideal
20%
Maximum Degree
10%
Complex Field
10%
Algebraic Geometry
10%
Polynomial Automorphism
10%
Bull
10%
Surjective
10%
Morphism
10%
Invertible
10%
Computational Algebra
10%
Polynomial Algebra
10%
Polynomial Degree
10%
Folklore
10%
Leading Coefficients
10%
Inverse Mapping
10%
Injective
10%
Jacobian Matrix
10%
Formal Expansion
10%
Coordinate Functions
10%
Key Theorem
10%
Essen
10%