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Bernd Sturmfels (1962-)

Mathematiker

Name	Bernd Sturmfels
Time	1962- (Date of birth and death)
Place	Kassel (Geburtsort) Deutschland USA
Gender	männlich
Profession	Mathematiker (characteristic profession)
Related	University of California Berkeley. Department of Mathematics (Professor) (1995-) Technische Hochschule Darmstadt. Fachbereich Mathematik Deutsche Forschungsgemeinschaft
Further information	Mathematiker
Source	Hompage: http://de.wikipedia.org/wiki/Bernd_Sturmfels LoC-NA
Record type	Person
GND-Identifier	121330435
Record ID	121330435
Involved in show all Metric Algebraic Geometry Real rank geometry of ternary forms Real rank geometry of ternary forms Lectures on algebraic statistics Lectures on algebraic statistics Algorithms in invariant theory Algorithms in Invariant Theory Combinatorial Commutative Algebra Gröbner deformations of hypergeometric differential equations Gröbner Deformations of Hypergeometric Differential Equations Structural Gröbner Basis Detection Structural Gröbner basis detection Bounds on degrees of projective schemes Gröbner bases of lattices, corner polyhedra, and integer programming Algebraic algorithms for sampling from conditional distributions Theory of algebraic invariants Minkowski addition of polytopes : computational complexity and applications to Gröbner bases Extension spaces of oriented matriods Nonrealizability proofs in computational geometry Minkowski addition of polytopes: computational complexity and applications to Gröbner bases An infinite family of minor-minimal nonrealizable 3-chirotopes Computational synthetic geometry Smooth toric varieties with small picard number are projective On the topology and geometric construction of oriented matroids and convex polytopes Polytopal and nonpolytopal spheres an algorithmic approach Cyclic polytopes and d-order curves Nonrealizability proofs in computational geometry Oriented matroids and combinatorial convex geometry An infinite family of minor-minimal nonrealizable 3-chirotopes [three chirotopes] Boundary complexes of convex polytopes cannot be characterized locally Coordinatization of oriented matroids Coordinatization of oriented matroids Cyclic polytopes and d-order curves Polytopal and nonpolytopal spheres - an algorithmic approach Problems of geometrical realizability - oriented matroids and chirotopes Programmsystem zur Realisierung orientierter Matroide Reell realisierbare orientierte Matroide

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Katalog der Deutschen Nationalbibliothek

Bernd Sturmfels (1962-)

Metric Algebraic Geometry

Real rank geometry of ternary forms

Real rank geometry of ternary forms

Lectures on algebraic statistics

Lectures on algebraic statistics

Algorithms in invariant theory

Algorithms in Invariant Theory

Combinatorial Commutative Algebra

Gröbner deformations of hypergeometric differential equations

Gröbner Deformations of Hypergeometric Differential Equations

Structural Gröbner Basis Detection

Structural Gröbner basis detection

Bounds on degrees of projective schemes

Gröbner bases of lattices, corner polyhedra, and integer programming

Algebraic algorithms for sampling from conditional distributions

Theory of algebraic invariants

Minkowski addition of polytopes : computational complexity and applications to Gröbner bases

Extension spaces of oriented matriods

Nonrealizability proofs in computational geometry

Minkowski addition of polytopes: computational complexity and applications to Gröbner bases

An infinite family of minor-minimal nonrealizable 3-chirotopes

Computational synthetic geometry

Smooth toric varieties with small picard number are projective

On the topology and geometric construction of oriented matroids and convex polytopes

Polytopal and nonpolytopal spheres an algorithmic approach

Cyclic polytopes and d-order curves

Nonrealizability proofs in computational geometry

Oriented matroids and combinatorial convex geometry

An infinite family of minor-minimal nonrealizable 3-chirotopes [three chirotopes]

Boundary complexes of convex polytopes cannot be characterized locally

Coordinatization of oriented matroids

Coordinatization of oriented matroids

Cyclic polytopes and d-order curves

Polytopal and nonpolytopal spheres - an algorithmic approach

Problems of geometrical realizability - oriented matroids and chirotopes

Programmsystem zur Realisierung orientierter Matroide

Reell realisierbare orientierte Matroide