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1997, 1, Algebra, logic, and applications, ISBN 9056990764, Volume 7, xii, 486
Giving an easily accessible elementary introduction to the algebraic theory of quadratic forms, this book covers both Witt's theory and Pfister's theory of quadratic forms... 
Bilinear forms | Forms, Quadratic | Number Theory
Book
1996, CRC Press series on discrete mathematics and its applications, ISBN 0849339839, xx, 387
Book
2008, Graduate studies in mathematics, ISBN 9780821844656, Volume 90, xiii, 255
Book
1984, ISBN 3540130357, Volume Folge 3, Bd. 5., xii, 184
Book
Communications on Pure and Applied Mathematics, ISSN 0010-3640, 11/2017, Volume 70, Issue 11, pp. 2164 - 2190
Given a d × d quasiconvex quadratic form, d ≥ 3, we prove that if the determinant of its acoustic tensor is an irreducible extremal polynomial that is not... 
Journal Article
The journal of high energy physics, ISSN 1126-6708, 09/2015, Volume 2015, Issue 9, pp. 1 - 63
... and then using a different basis coming from the free field representation in which the OPE takes a simpler quadratic form... 
Field Theories in Lower Dimensions | Conformal and W Symmetry | Integrable Hierarchies | Higher Spin Symmetry | Operators (mathematics) | Commutation | Quadratic forms | Mathematical analysis | Exact solutions | Consistency | Texts | Representations
Journal Article
1969, Queen's papers in pure and applied mathematics, Volume no. 22, 162
Book
BERNOULLI, ISSN 1350-7265, 08/2019, Volume 25, Issue 3, pp. 1603 - 1639
In this paper, we provide a proof for the Hanson-Wright inequalities for sparse quadratic forms in subgaussian random variables... 
STATISTICS & PROBABILITY | subgaussian concentration | TAIL PROBABILITIES | Hanson-Wright inequality | sparse quadratic forms
Journal Article
Proceedings of the Royal Society of Edinburgh. Section A. Mathematics, ISSN 0308-2105, 2019, Volume 150, Issue 2, pp. 695 - 720
Let K be an imaginary quadratic field different from $\open{Q}(\sqrt {-1})$ and $\open{Q}(\sqrt {-3})$. For a positive integer N, let K-N be the ray class field of K modulo... 
class groups | class field theory | complex multiplication | Binary quadratic forms | MATHEMATICS | MATHEMATICS, APPLIED | Dirichlet problem | Algorithms | Fields (mathematics) | Quadratic forms | Number theory | Subgroups
Journal Article
Linear algebra and its applications, ISSN 0024-3795, 2019, Volume 567, pp. 202 - 262
.... For an arbitrary such list L, we give easily verifiable necessary and sufficient conditions for L to be the list of elementary divisors and minimal indices of some T-palindromic quadratic matrix... 
Quadratic realizability | Elementary divisors | Minimal indices | Quadratifications | Quasi-canonical form | T-palindromic | Matrix polynomials | Inverse problem | MATHEMATICS, APPLIED | EIGENVALUE PROBLEMS | ROBUST SOFTWARE | ARBITRARY PENCIL-A | GENERALIZED SCHUR DECOMPOSITION | LAMBDA-B | LINEARIZATIONS | MINIMAL BASES | VECTOR-SPACES | MATHEMATICS | RECOVERY | ERROR-BOUNDS | Geometric transformation | Integers | Construction | Polynomials | Realizability
Journal Article
1997, Carus mathematical monographs, ISBN 9780883850305, Volume no. 26, xiii, 152
Book
The Ramanujan Journal, ISSN 1382-4090, 1/2018, Volume 45, Issue 1, pp. 21 - 32
A (positive definite integral) quadratic form is called diagonally 2-universal if it represents all positive definite integral binary diagonal quadratic forms... 
Fourier Analysis | Primary 11E12 | 2-universal quadratic forms | Functions of a Complex Variable | Representations of binary quadratic forms | Field Theory and Polynomials | Mathematics | Diagonal quadratic forms | 11E20 | Number Theory | Combinatorics | MATHEMATICS | ODD POSITIVE INTEGERS | UNIVERSAL FORMS | RANK | Research institutes
Journal Article
by Fino, R
PACIFIC JOURNAL OF MATHEMATICS, ISSN 0030-8730, 06/2019, Volume 300, Issue 2, pp. 375 - 404
We develop a version of the J-invariant for hermitian forms over quadratic extensions using a similar method to Alexander Vishik's approach using quadratic forms... 
grassmannians | Chow groups and motives | MATHEMATICS | Hermitian and quadratic forms
Journal Article
Journal of High Energy Physics, ISSN 1126-6708, 8/2015, Volume 2015, Issue 8, pp. 1 - 13
Journal Article
Nonlinear analysis, ISSN 0362-546X, 2020, Volume 193, p. 111504
We study sequences of nonlocal quadratic forms and function spaces that are related to Markov jump processes in bounded domains with a Lipschitz boundary... 
Dirichlet forms | Mosco-convergence | Sobolev spaces | Integro-differential operators | MATHEMATICS | MATHEMATICS, APPLIED | APPROXIMATION | WEAK-CONVERGENCE | DIFFUSION | Operators (mathematics) | Sequences | Queuing theory | Function space | Quadratic forms | Convergence
Journal Article
Applicable Algebra in Engineering, Communication and Computing, ISSN 0938-1279, 12/2017, Volume 28, Issue 6, pp. 535 - 547
Journal Article
Finite fields and their applications, ISSN 1071-5797, 01/2019, Volume 55, pp. 33 - 63
We propose a randomized polynomial time algorithm for computing non-trivial zeros of quadratic forms in 4 or more variables over Fq... 
Quadratic forms | Function field | Polynomial time algorithm
Journal Article
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