Saint Petersburg school of the theory of linear groups. I: Prehistory
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Publication:6060225
DOI10.1134/s106345412303010xzbMath1526.01024OpenAlexW4387082165MaRDI QIDQ6060225
Publication date: 3 November 2023
Published in: Vestnik St. Petersburg University. Mathematics (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1134/s106345412303010x
History of mathematics at specific universities (01A73) Schools of mathematics (01A72) History of group theory (20-03)
Cites Work
- Linear groups over general rings. I: Generalities.
- Mathematics in Moscow: we had a great epoque once
- The mathematics of modems
- Structure of Chevalley groups over rings via universal localization.
- D. K. Faddeev and St. Petersburg algebraic school
- Algebraic \(K\)-theory and the norm residue homomorphism
- Algebraic K-theory (in the Steklov mathematical institute of the academy of sciences)
- Location of subgroups in the general linear group over a commutative ring
- On the classification of integral even unimodular 24-dimensional quadratic forms
- Subgroups of the general linear group over a semilocal ring, containing the group of diagonal matrices
- Stabilization theorem for the Milnor \(K_ 2-\)functor
- A description of the subgroups of the complete linear group that contain the group of diagonal matrices
- Uniqueness of the classes of positive quadratic forms on which the values of the Hermite constants are attained for \(6\leq n\leq 8\)
- Nonabelian \(K\)-theory: The nilpotent class of \(K_ 1\) and general stability
- Problems in the theory of representations of algebras and groups. Part 5
- On subgroups of split classical groups
- The minimum values of positive quadratic forms in six, seven and eight variables
- Factorization of symmetric matrices with elements from a ring with involution. II
- Decomposition of transvections: A theme with variations
- Algebraic K-theory
- The sphere packing problem in dimension 8
- \(K\)-theory and stable algebra
- Integral Cayley numbers
- In praise (and search) of J. V. Uspensky
- $E_8$, the most exceptional group
- XII. Über die Analogie der Kristallsymmetrie in der Ebene
- The Non-Existence of Finite Projective Planes of Order 10
- THE STABILIZATION OF SYMPLECTIC GROUPS OVER A POLYNOMIAL RING
- Can one see the signs of structure constants?
- Bak's work on theK-theory of rings
- The complete enumeration of extreme senary forms
- Subgroups of Chevalley groups containing a maximal torus
- EULER PRODUCTS CORRESPONDING TO SIEGEL MODULAR FORMS OF GENUS 2
- ON THE STRUCTURE OF THE SPECIAL LINEAR GROUP OVER POLYNOMIAL RINGS
- SERRE'S PROBLEM ON PROJECTIVE MODULES OVER POLYNOMIAL RINGS, AND ALGEBRAIC $ K$-THEORY
- ON STABLY FREE MODULES
- The octonions
- Visual Basic Representations
- In Memoriam: Andrei Suslin
- The mathematics of Andrei Suslin
- Corrections toCrystallographic Groups of Four-Dimensional Spaceby Brownet al.(1978) [New York: Wiley and Sons]
- IVAN NIKOLAEVICH SANOV (obituary)
- Introduction to Algebraic K-Theory. (AM-72)
- Linear groups
- Linear groups
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