Dan Laksov

Q: What Schools Are Affiliated With Dan Laksov

Dan Laksov is affiliated with the following schools: Stockholm University, University of Bergen, Uppsala University, KTH Royal Institute of Technology, Massachusetts Institute of Technology, Polytechnic University of Turin

Dan Laksov's AcademicInfluence.com Rankings

Dan Laksov

Mathematics

#4042

World Rank

#5825

Historical Rank

Group Theory

#366

World Rank

#421

Historical Rank

Algebra

#346

World Rank

#478

Historical Rank

Number Theory

#393

World Rank

#492

Historical Rank

mathematics Degrees

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Mathematics

Why Is Dan Laksov Influential?

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According to Wikipedia, Dan Laksov was a Norwegian-Swedish mathematician and human rights activist. He was primarily active within the field of algebraic geometry. Biography Laksov was born in Oslo in 1940, the same year that Norway was occupied by Nazi Germany. He was a son of Amalie Laksov and Håkon Laksov , both born 1911; the family were Jews. The ancestors on both sides had immigrated from Russia via the Baltics to Norway in the late 19th century. Håkon Laksov was a lawyer and active in the Jewish community. In the book I slik en natt. Historien om deportasjonen av jøder fra Norge by Kristian Ottosen, the escape of Amalie and Dan from Norway in November 1942 is chronicled. Håkon and Amalie's four brothers were all captured in October 1942 as a part of the arresting of all Norwegian Jews, shipped on SS Donau to Auschwitz in November 1942 and perished there sometime in early 1943. Amalie had been tipped off ahead of the next wave of arrests and managed to hide together with her young son at various addresses in Oslo before being able to flee to Sweden, where they reunited with Amalie's mother and two aunts and spent the rest of the war in Norrköping. The family's apartment was usurped by the family of a leading Young Nazi leader, Bjørn Østring, but retrieved after the war. In 1945 Dan returned to Oslo where he lived with his grandparents, while Amalie commuted to Bergen.

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Dan Laksov's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

The determinantal formula of Schubert calculus (1974) (132)
On the Existence of Special Divisors (1972) (124)
Wronskians and Plücker formulas for linear systems on curves (1984) (90)
Another proof of the existence of special divisors (1974) (75)
Nonunimodality of graded Gorenstein Artin algebras (1994) (71)
THE LINEAR SYZYGIES OF GENERIC FORMS (1987) (54)
On Giambelli's theorem on complete correlations (1989) (53)
The algebraic structure and deformation of pfaffian schemes (1980) (53)
A determinantal formula for the exterior powers of the polynomial ring (2007) (44)
The arithmetic Cohen-Macaulay character of schubert schemes (1972) (31)
AN ELEMENTARY, EXPLICIT, PROOF OF THE EXISTENCE OF HILBERT SCHEMES OF POINTS (2005) (30)
Residual intersections and Todds formula for the double locus of a morphism (1978) (24)
Schubert calculus on Grassmannians and exterior powers (2009) (22)
SPLITTING ALGEBRAS, SYMMETRIC FUNCTIONS AND GALOIS THEORY (2002) (19)
Counting Matrices with Coordinates in Finite Fields and of Fixed Rank. (1994) (18)
Weierstrass points and gap sequences for families of curves (1994) (18)
THESE ARE THE DIFFERENTIALS OF ORDER N (1999) (17)
Weierstrass points on schemes. (1995) (16)
Deformation of determinantal schemes (1975) (16)
The geometry of complete linear maps (1988) (16)
Some enumerative properties of secants to non-singular projective schemes. (1976) (15)
Schubert calculus and equivariant cohomology of grassmannians (2008) (15)
Residual Intersections and the Double Point Formula (1977) (14)
The algebra of jets. (2000) (13)
Algebraic cycles on Grassmann varieties (1972) (13)
Linear Recurring Sequences over Finite Fields. (1965) (12)
Secant Bundles and Todd's Formula for the Double Points of Maps into Pn (1978) (12)
A formalism for equivariant Schubert calculus (2009) (10)
Wronski Systems for Families of Local Complete Intersection Curves (2003) (10)
From linear recurrence relations to linear ODEs with constant coefficients (2016) (9)
From linear recurrence relations to linear ODEs with constant coefficients (2016) (9)
The Hilbert Scheme Parameterizing Finite Length Subschemes of the Line with Support at the Origin (1999) (9)
An elementary, explicit, proof of the existence of quot schemes of points (2007) (9)
Diagonalization of matrices over rings (2013) (8)
The spectral mapping theorem, norms on rings, and resultants (2000) (8)
Notes on the Evolution of Complete Correlations (1982) (7)
Splitting Algebras and Schubert Calculus (2012) (7)
Transversality criteria in any characteristic (1990) (7)
Two “Generic” Proofs of the Spectral Mapping Theorem (2004) (7)
Splitting algebras and Gysin homomorphisms (2010) (7)
Deformation and transversality (1979) (6)
Notes on flatness and the quot functor on rings (2000) (6)
Determinantal criteria for transversality of morphisms. (1992) (5)
Norms on rings and the Hilbert scheme of points on the line (2005) (5)
Linear maps and linear recursion (2007) (3)
Splitting algebras, factorization algebras, and residues (2009) (3)
Local and Global Structure of Effective and Cuspidal Loci on Grassmannians (2003) (3)
On Zanello's lower bound for level algebras (2012) (1)
The generic perfectiness of determinantal schemes (1979) (1)
Radicals of ideals that are not the intersection of radical primes (2005) (1)
Indecomposability of restricted tangent bundles (2019) (1)
Indecomposability of restricted tangent bundles (2019) (1)
A Relation Between Symmetric Polynomials and the Algebra of Classes, Motivated by Equivariant Schubert Calculus (2011) (0)
On the structure of endomorphisms of projective modules (2014) (0)
On Integers, Primes and Unique Factorization in Quadratic Fields (2013) (0)
Project Work in Mathematics. (1991) (0)
Plücker formulas for linear systems on curves (2018) (0)
Inverse systems, generic linear forms, divided powers, and transversality (2013) (0)

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What Schools Are Affiliated With Dan Laksov?

Dan Laksov is affiliated with the following schools:

Dan Laksov's Academic­Influence.com Rankings

Why Is Dan Laksov Influential?

Dan Laksov's Published Works

Published Works

Other Resources About Dan Laksov

What Schools Are Affiliated With Dan Laksov?

Dan Laksov's AcademicInfluence.com Rankings