X
Search Filters
Format Format
Format Format
X
Sort by Item Count (A-Z)
Filter by Count
Journal Article (283) 283
Book / eBook (43) 43
Publication (37) 37
Newspaper Article (11) 11
Web Resource (10) 10
Conference Proceeding (8) 8
Magazine Article (8) 8
Paper (7) 7
Book Chapter (6) 6
Book Review (4) 4
Dissertation (1) 1
Reference (1) 1
Trade Publication Article (1) 1
more...
Subjects Subjects
Subjects Subjects
X
Sort by Item Count (A-Z)
Filter by Count
mathematics (231) 231
siegel domains (71) 71
number theory (53) 53
mathematics, general (45) 45
mathematics, applied (41) 41
algebra (37) 37
geometry (32) 32
siegel modular forms (30) 30
siegel domain (27) 27
analysis (26) 26
representations (22) 22
differential geometry (21) 21
siegel (21) 21
mathematical analysis (20) 20
siegel disks (20) 20
siegel modular-forms (20) 20
domains (18) 18
11f46 (17) 17
eisenstein series (17) 17
combinatorics (16) 16
topology (16) 16
algebraic geometry (15) 15
forms (15) 15
fourier analysis (15) 15
operators (15) 15
applications of mathematics (14) 14
automorphic forms (14) 14
fourier coefficients (14) 14
mathematics - number theory (14) 14
modular groups (14) 14
automorphisms (13) 13
forms, modular (13) 13
physics, mathematical (13) 13
dirichlet series (12) 12
dynamical systems (12) 12
integers (12) 12
siegel, don (12) 12
dynamics (11) 11
maps (11) 11
mathematics - dynamical systems (11) 11
series (11) 11
zeta-functions (11) 11
cusp forms (10) 10
domains, siegel (10) 10
history (10) 10
mathematics - algebraic geometry (10) 10
modular-forms (10) 10
motion pictures (10) 10
physics, multidisciplinary (10) 10
polynomials (10) 10
spaces (10) 10
complex variables (9) 9
functions of a complex variable (9) 9
jacobi group (9) 9
l-functions (9) 9
physics (9) 9
32m10 (8) 8
cayley transform (8) 8
disks (8) 8
field theory and polynomials (8) 8
hecke operators (8) 8
invariants (8) 8
mathematical physics (8) 8
modular forms (8) 8
normal j-algebra (8) 8
number study (8) 8
numbers, theory of (8) 8
quantization (8) 8
siegel disk (8) 8
siegel, domaines de (8) 8
siegel-modulform (8) 8
theorems (8) 8
united states (8) 8
architecture (7) 7
bergman kernel (7) 7
boundaries (7) 7
degree-2 (7) 7
formes modulaires (7) 7
gwathmey siegel & associates architects (7) 7
high energy physics - theory (7) 7
homogeneous siegel domain (7) 7
homogeneous siegel domains (7) 7
julia sets (7) 7
mathematics - complex variables (7) 7
research (7) 7
seals (7) 7
siegel, robert (7) 7
theoretical, mathematical and computational physics (7) 7
values (7) 7
22e30 (6) 6
abstract harmonic analysis (6) 6
architecture, modern (6) 6
astrophysics (6) 6
coefficients (6) 6
coherent states (6) 6
cohomology operations (6) 6
compactification (6) 6
construction (6) 6
curves (6) 6
dirichlet problem (6) 6
more...
Library Location Library Location
Library Location Library Location
X
Sort by Item Count (A-Z)
Filter by Count
Mathematical Sciences - Stacks (17) 17
Robarts - Stacks (11) 11
Online Resources - Online (10) 10
Architecture Landscape (Shore + Moffat) - Stacks (5) 5
Gerstein Science - Stacks (5) 5
Collection Dvlpm't (Acquisitions) - Closed Orders (3) 3
Collection Dvlpm't (Acquisitions) - Vendor file (2) 2
UTL at Downsview - May be requested (2) 2
Knox College (Caven) - Stacks (1) 1
Pontifical Inst. Mediaeval Studies - Library use only (1) 1
Royal Ontario Museum - Far Eastern Egyptian (1) 1
St. Michael's College (John M. Kelly) - 2nd Floor (1) 1
UofT at Mississauga - Stacks (1) 1
more...
Language Language
Language Language
X
Sort by Item Count (A-Z)
Filter by Count
English (359) 359
Japanese (14) 14
French (13) 13
German (10) 10
Arabic (2) 2
Chinese (2) 2
Spanish (2) 2
Hebrew (1) 1
more...
Publication Date Publication Date
Click on a bar to filter by decade
Slide to change publication date range


1980, Kanô memorial lectures, ISBN 9780691082714, Volume 4, xvi, 321
Book
1992, Translations of mathematical monographs, ISBN 9780821845660, Volume 111., v, 132
Book
International Journal of Mathematics, ISSN 0129-167X, 07/2018, Volume 29, Issue 8, p. 1850057
In this paper, we characterize the Hartogs domains over homogeneous Siegel domains of type II and explicitly describe their automorphism groups. Moreover, we... 
proper holomorphic map | Hartogs domain | Biholomorphism | homogeneous Siegel domain | MATHEMATICS | MAPPINGS | HOLOMORPHIC AUTOMORPHISM GROUP
Journal Article
The Journal of Geometric Analysis, ISSN 1050-6926, 4/2017, Volume 27, Issue 2, pp. 1703 - 1736
Journal Article
Geometriae Dedicata, ISSN 0046-5755, 04/2019, Volume 199, Issue 1, pp. 291 - 306
The purpose of this paper is to calculate explicitly the volumes of Siegel sets which are coarse fundamental domains for the action of SL .sub.n ( Z) SL n ( Z... 
Volumes | Arithmetic groups | Coarse fundamental domains | Siegel sets
Journal Article
Abhandlungen aus dem Mathematischen Seminar der Universitat Hamburg, ISSN 0025-5858, 10/2018, Volume 88, Issue 2, pp. 273 - 288
We discuss generalizations of classical theta series, requiring only some basic properties of the classical setting. As it turns out, the existence of a... 
Theta series | Convex cone | Jordan algebra | Siegel domain | MATHEMATICS | AUTOMORPHISMS | Algebra | Mathematics - Complex Variables
Journal Article
2014, Memoirs of the American Mathematical Society, ISBN 9780821898567, Volume no. 1090., v, 107
Book
Geometriae Dedicata, ISSN 0046-5755, 12/2012, Volume 161, Issue 1, pp. 119 - 128
Journal Article
Reviews in Mathematical Physics, ISSN 0129-055X, 11/2012, Volume 24, Issue 10, p. 1250024
We determine the homogeneous Kähler diffeomorphism FC which expresses the Kähler two-form on the Siegel–Jacobi ball ${\mathcal D}^J_n = {\mathbb C}^n\times... 
Jacobi group | coherent and squeezed states | Berezin quantization | Siegel-Jacobi domains | fundamental conjecture for homogeneous Kähler manifolds | matrix Riccati equation | REPRESENTATIONS | FIELD | COHERENT STATES | PHYSICS, MATHEMATICAL | OSCILLATOR | FORMS | SPACE | MECHANICS | fundamental conjecture for homogeneous Kahler manifolds | MANIFOLDS | QUANTIZATION
Journal Article
GEOMETRIAE DEDICATA, ISSN 0046-5755, 04/2019, Volume 199, Issue 1, pp. 291 - 306
The purpose of this paper is to calculate explicitly the volumes of Siegel sets which are coarse fundamental domains for the action of SLn(Z) in SLn(R), so... 
MATHEMATICS | Volumes | Arithmetic groups | Siegel sets | Coarse fundamental domains
Journal Article
International Journal of Geometric Methods in Modern Physics, ISSN 0219-8878, 12/2011, Volume 8, Issue 8, pp. 1783 - 1798
We study the holomorphic unitary representations of the Jacobi group based on Siegel-Jacobi domains. Explicit polynomial orthonormal bases of the Fock spaces... 
Siegel-Jacobi domain | Jacobi group | Fock representation | scalar holomorphic discrete series | canonical automorphy factor | canonical kernel function | COHERENT STATES | PHYSICS, MATHEMATICAL | FORMS | SPACE | FOCK REPRESENTATIONS | LIE-GROUPS | TRANSFORM | Disks | Scalars | Construction | Representations | Space based | Mathematical analysis
Journal Article
Complex Variables and Elliptic Equations, ISSN 1747-6933, 09/2017, Volume 62, Issue 9, pp. 1192 - 1203
The goal of this note is to explore the relationship between the Folland-Kohn basic estimate and the Z(q)-condition. In particular, on unbounded domains, we... 
Heisenberg group | strictly pseudoconvex | Siegel upper half space | 35N15 | uniform Z(q) | closed range of | Primary: 32W05 | Z(q) | unbounded domain | Secondary: 32W10 | 32T15 | Equivalence | Estimates
Journal Article
Results in Mathematics, ISSN 1422-6383, 12/2019, Volume 74, Issue 4, pp. 1 - 24
The Siegel domain in the space $$C^n$$ Cn is defined as follows: $$\begin{aligned} \Omega _n=\left\{ \eta =(\eta _1,\eta _2,\dots ,\eta _n)\in C^n: Im \eta... 
32A26 | 32A25 | 32A36 | 30E20 | weighted integral representations | Mathematics | conjugate pluriharmonic functions | holomorphic and pluriharmonic functions | 30H20 | 32A07 | 30H10 | weighted function spaces | Mathematics, general | Siegel domain
Journal Article
SIAM Journal on Control and Optimization, ISSN 0363-0129, 2003, Volume 41, Issue 3, pp. 932 - 953
We extend the method of Kazantzis and Kravaris [Systems Control Lett., 34 (1998), pp. 241 247] for the design of an observer to a larger class of nonlinear... 
Siegel's theorem | Lyapunov's auxiliary theorem | Linearizable error dynamics | Nonlinear observers | Nonlinear systems | Siegel domain | Output injection | linearizable error dynamics | nonlinear systems | LINEARIZATION | MATHEMATICS, APPLIED | output injection | nonlinear observers | AUTOMATION & CONTROL SYSTEMS
Journal Article
Integral Equations and Operator Theory, ISSN 0378-620X, 8/2018, Volume 90, Issue 4, pp. 1 - 42
We give a detailed description of a $$C^*$$ C∗ -algebra generated by Toeplitz operators acting on the weighted Bergman space over three-dimensional Siegel... 
Bergman space | Analysis | Mathematics | Toeplitz operator | Primary 47B35 | Secondary 32A36 | Siegel domain | C-algebra | FOCK SPACE | MATHEMATICS | REPRESENTATIONS | C-ASTERISK-ALGEBRAS | QUANTIZATION | Algebra
Journal Article
Bulletin of the Australian Mathematical Society, ISSN 0004-9727, 2014, Volume 90, Issue 1, pp. 77 - 89
We show that the modulus of the Bergman kernel B(z, zeta) of a general homogeneous Siegel domain of type II is 'almost constant' uniformly with respect to z... 
Bergman space | homogeneous Siegel domain of type II | Bergman mapping | Bergman projector | atomic decomposition | interpolation | Bergman kernel | Bergman metric | TUBE DOMAINS | SYMMETRIC CONES | BERGMAN PROJECTIONS | SPACES | BOUNDEDNESS | MATHEMATICS | DECOMPOSITIONS
Journal Article
Journal of Number Theory, ISSN 0022-314X, 06/2015, Volume 151, pp. 230 - 262
We prove Galois equivariance of ratios of Petersson inner products of holomorphic cuspforms on symplectic, unitary, or Hermitian orthogonal groups. As a... 
Siegel Eisenstein series | Theta series | Siegel–Weil Eisenstein series | Cuspforms | Secondary | Siegel-Weil Eisenstein series | Primary | ZETA-FUNCTIONS | EISENSTEIN SERIES | UNITARY GROUPS | SPECIAL VALUES | CUSPIDALITY | SIEGEL-WEIL FORMULA | MODULAR-FORMS | MATHEMATICS | PULLBACKS | INNER PRODUCTS
Journal Article
COMPLEX VARIABLES AND ELLIPTIC EQUATIONS, ISSN 1747-6933, 2017, Volume 62, Issue 9, pp. 1192 - 1203
The goal of this note is to explore the relationship between the Folland-Kohn basic estimate and the Z(q)-condition. In particular, on unbounded domains, we... 
MATHEMATICS | Heisenberg group | closed range of partial derivative | strictly pseudoconvex | Siegel upper half space | HARMONIC INTEGRALS | CLOSED RANGE | uniform Z(q) | PSEUDO-CONVEX MANIFOLDS | Z(q) | unbounded domain | PARTIAL-DERIVATIVE(B)
Journal Article
RESULTS IN MATHEMATICS, ISSN 1422-6383, 12/2019, Volume 74, Issue 4
The Siegel domain in the space C-n is defined as follows: Omega(n) ={eta = (eta(1), eta(2),..., eta(n)) is an element of C-n : Im eta(1) > (k=2)Sigma(n)... 
MATHEMATICS | MATHEMATICS, APPLIED | weighted function spaces | HOLOMORPHIC FUNCTIONS | weighted integral representations | conjugate pluriharmonic functions | holomorphic and pluriharmonic functions | Siegel domain
Journal Article
No results were found for your search.

Cannot display more than 1000 results, please narrow the terms of your search.