2016, al-Ṭabʻah 1., 785 pages

Book

Journal of the Economic and Social History of the Orient, ISSN 0022-4995, 04/2018, Volume 61, Issue 4, pp. 491 - 518

Journal Article

3.
Full Text
Algebraic solutions for q − sdl- and q − sdll′-boson systems in the transitional region

Nuclear Physics, Section A, ISSN 0375-9474, 09/2018, Volume 977, pp. 129 - 145

Exact eigenenergies and the corresponding wave functions of the interacting boson system in transitional region are obtained by using the Bethe ansatz within...

Bethe ansatz | Affine SU(1,1) Lie algebra | Quantum shape phase transition | Solvable method | Q-ANALOG | YANG-BAXTER EQUATION | SHAPES | PHYSICS, NUCLEAR | NUCLEAR-DATA SHEETS | MODEL | SUQ | ISOTOPES | Affine SU(1,1) | FRAMEWORK | EVEN | Lie algebra | ROTATIONAL SPECTRA

Bethe ansatz | Affine SU(1,1) Lie algebra | Quantum shape phase transition | Solvable method | Q-ANALOG | YANG-BAXTER EQUATION | SHAPES | PHYSICS, NUCLEAR | NUCLEAR-DATA SHEETS | MODEL | SUQ | ISOTOPES | Affine SU(1,1) | FRAMEWORK | EVEN | Lie algebra | ROTATIONAL SPECTRA

Journal Article

4.
Suq Al-Saray, Al-Mutanabbi street and the book trade in baghdad in the 1940s: A personal narrative

International Journal of Contemporary Iraqi Studies, ISSN 1751-2867, 09/2015, Volume 9, Issue 3, pp. 165 - 190

A personal narrative describing the selling and publishing of books in Baghdad in the 1940s in the old Suq Al Saray where virtually all bookshops were located...

Al iraq bookstore suq al-siyagh | Book trade in Iraq | Al-Mutanabbi Street | Mackenzie’s bookstore | Suq al-saray | Al-sharq bookstore | prose | Iraqi literature | bookstores | book trade | 1900-1999 | biographical approach | Middle Eastern studies | Narratives | Middle Eastern history | Bookstores

Al iraq bookstore suq al-siyagh | Book trade in Iraq | Al-Mutanabbi Street | Mackenzie’s bookstore | Suq al-saray | Al-sharq bookstore | prose | Iraqi literature | bookstores | book trade | 1900-1999 | biographical approach | Middle Eastern studies | Narratives | Middle Eastern history | Bookstores

Journal Article

Journal of Geometry and Physics, ISSN 0393-0440, 11/2013, Volume 73, pp. 222 - 234

We extend inner fluctuations to spectral triples that do not fulfill the first-order condition. This involves the addition of a quadratic term to the usual...

Standard model | Noncommutative geometry | Spectral action | MATHEMATICS, APPLIED | UNIFICATION | FORMULA | PHYSICS, MATHEMATICAL | GRAVITY | SUQ

Standard model | Noncommutative geometry | Spectral action | MATHEMATICS, APPLIED | UNIFICATION | FORMULA | PHYSICS, MATHEMATICAL | GRAVITY | SUQ

Journal Article

Journal of Geometry and Physics, ISSN 0393-0440, 12/2016, Volume 110, pp. 90 - 100

The Jordan–Schwinger realization is used to construct tensor operators as the even and odd dimensional irreducible submodules of an adjoint representation of...

The Hopf algebras [formula omitted] and [formula omitted] | [formula omitted]-representations | The Haar measure of [formula omitted] | Tensor operators | Hilbert–Schmidt scalar product | Wigner–Eckart theorem | Q-ANALOG | Hilbert-Schmidt scalar product | YANG-BAXTER EQUATION | MATHEMATICS, APPLIED | HOPF-ALGEBRAS | TENSOR-OPERATORS | COVARIANT DIFFERENTIAL-CALCULUS | The Hopf algebras O(SUq) and U-q(su) | representations | PHYSICS, MATHEMATICAL | The Haar measure of O(SUq) | DEFORMATION | SOQ(N) | Wigner-Eckart theorem | CLEBSCH-GORDAN-COEFFICIENTS | SPACE

The Hopf algebras [formula omitted] and [formula omitted] | [formula omitted]-representations | The Haar measure of [formula omitted] | Tensor operators | Hilbert–Schmidt scalar product | Wigner–Eckart theorem | Q-ANALOG | Hilbert-Schmidt scalar product | YANG-BAXTER EQUATION | MATHEMATICS, APPLIED | HOPF-ALGEBRAS | TENSOR-OPERATORS | COVARIANT DIFFERENTIAL-CALCULUS | The Hopf algebras O(SUq) and U-q(su) | representations | PHYSICS, MATHEMATICAL | The Haar measure of O(SUq) | DEFORMATION | SOQ(N) | Wigner-Eckart theorem | CLEBSCH-GORDAN-COEFFICIENTS | SPACE

Journal Article

EPL, ISSN 0295-5075, 01/2016, Volume 113, Issue 2, pp. 20002 - 20002

We investigate the Berry phase for quantum spin system in q-deformed magnetic field. Through the q-deformed Lie algebra, we found a set of magnetic field...

Q-ANALOG | HOLONOMY | STATE | PHYSICS, MULTIDISCIPLINARY | QUANTUM | SUQ | Adjustment | Particle spin | Mathematical analysis | Quantum mechanics | Lie groups | Magnetic fields | Formulas (mathematics)

Q-ANALOG | HOLONOMY | STATE | PHYSICS, MULTIDISCIPLINARY | QUANTUM | SUQ | Adjustment | Particle spin | Mathematical analysis | Quantum mechanics | Lie groups | Magnetic fields | Formulas (mathematics)

Journal Article

Journal of High Energy Physics, ISSN 1126-6708, 3/2019, Volume 2019, Issue 3, pp. 1 - 72

We compute the exact, all energy scale, 4-point function of the large N doublescaled SYK model, by using only combinatorial tools and relating the correlation...

Random Systems | Quantum Groups | Holography and condensed matter physics (AdS/CMT) | Quantum Physics | Quantum Field Theories, String Theory | Classical and Quantum Gravitation, Relativity Theory | Matrix Models | Physics | Elementary Particles, Quantum Field Theory | Holography and condensed matter physics (AdS | SU(1,1) | ANALOG | CMT | POLYNOMIALS | ELEMENTS | QUANTUM GROUP SUQ(1,1) | UNITARY REPRESENTATIONS | SPHERICAL-FUNCTIONS | TRANSFORMS | PHYSICS, PARTICLES & FIELDS | Mathematical models | Deformation | Regression analysis | Combinatorial analysis

Random Systems | Quantum Groups | Holography and condensed matter physics (AdS/CMT) | Quantum Physics | Quantum Field Theories, String Theory | Classical and Quantum Gravitation, Relativity Theory | Matrix Models | Physics | Elementary Particles, Quantum Field Theory | Holography and condensed matter physics (AdS | SU(1,1) | ANALOG | CMT | POLYNOMIALS | ELEMENTS | QUANTUM GROUP SUQ(1,1) | UNITARY REPRESENTATIONS | SPHERICAL-FUNCTIONS | TRANSFORMS | PHYSICS, PARTICLES & FIELDS | Mathematical models | Deformation | Regression analysis | Combinatorial analysis

Journal Article

Journal of Mathematical Physics, ISSN 0022-2488, 12/2011, Volume 52, Issue 12, pp. 123509 - 123509-11

We give a construction of a Dirac operator on a quantum group based on any simple Lie algebra of classical type. The Dirac operator is an element in the vector...

ALGEBRAS | REPRESENTATIONS | ANALOG | PHYSICS, MATHEMATICAL | SUQ | Mathematics - Quantum Algebra

ALGEBRAS | REPRESENTATIONS | ANALOG | PHYSICS, MATHEMATICAL | SUQ | Mathematics - Quantum Algebra

Journal Article

RADIOCARBON, ISSN 0033-8222, 08/2019, Volume 61, Issue 4, pp. 1041 - 1075

The archaeological site of Saruq al-Hadid, Dubai, United Arab Emirates, presents a long sequence of persistent temporary human occupation on the northern edge...

SITE | KHALI | Iron Age | Rub' al-Khali desert | GRAVES | POTTERY | WADI SUQ | mobile dunes | GEOCHEMISTRY & GEOPHYSICS | Arabia | ARTIFACTS | SETTLEMENT | EXCAVATIONS | Bronze Age | Late Pre-Islamic | BRONZE-AGE

SITE | KHALI | Iron Age | Rub' al-Khali desert | GRAVES | POTTERY | WADI SUQ | mobile dunes | GEOCHEMISTRY & GEOPHYSICS | Arabia | ARTIFACTS | SETTLEMENT | EXCAVATIONS | Bronze Age | Late Pre-Islamic | BRONZE-AGE

Journal Article

Integral Equations and Operator Theory, ISSN 0378-620X, 4/2018, Volume 90, Issue 2, pp. 1 - 29

Our understanding of the local index formula in noncommutative geometry has stalled for a while because we do not have more than one explicit computation,...

Spectral triples | Local index formula | Secondary: 19K56 | 58B34 | Analysis | Mathematics | Quantum double suspension | Primary: 46L87 | Noncommutative geometry | Noncommutative torus | MATHEMATICS | ALGEBRAS | CURVATURE | SUQ | GEOMETRY

Spectral triples | Local index formula | Secondary: 19K56 | 58B34 | Analysis | Mathematics | Quantum double suspension | Primary: 46L87 | Noncommutative geometry | Noncommutative torus | MATHEMATICS | ALGEBRAS | CURVATURE | SUQ | GEOMETRY

Journal Article

European Physical Journal C, ISSN 1434-6044, 04/2017, Volume 77, Issue 4, pp. 1 - 12

Using the isomorphism o(3; C) similar or equal to sl(2; C) we develop a new simple algebraic technique for complete classification of quantum deformations (the...

INVARIANCE | QUANTUM GROUP SUQ(1,1) | UNITARY REPRESENTATIONS | POINCARE | Q-DEFORMATION | CLASSIFICATION | DUALITY | UNIVERSAL R-MATRIX | GRAVITY | PHYSICS, PARTICLES & FIELDS | Isomorphism | Generators | Deformation | Algebra | Lie groups | Symmetry | Physics - High Energy Physics - Theory | Nuclear and particle physics. Atomic energy. Radioactivity | Mathematics | Astrophysics | High Energy Physics - Theory | Representation Theory

INVARIANCE | QUANTUM GROUP SUQ(1,1) | UNITARY REPRESENTATIONS | POINCARE | Q-DEFORMATION | CLASSIFICATION | DUALITY | UNIVERSAL R-MATRIX | GRAVITY | PHYSICS, PARTICLES & FIELDS | Isomorphism | Generators | Deformation | Algebra | Lie groups | Symmetry | Physics - High Energy Physics - Theory | Nuclear and particle physics. Atomic energy. Radioactivity | Mathematics | Astrophysics | High Energy Physics - Theory | Representation Theory

Journal Article

Chinese Physics C, ISSN 1674-1137, 05/2018, Volume 42, Issue 5, p. 54104

The power index formula has been used to obtain the band head spin (J(0)) of all the superdeformed (SD) bands in Hg isotopes. A least squares fitting approach...

power index formula | superdeformed bands | IDENTICAL BANDS | MASS REGION | HG-194 | INERTIA | PHYSICS, NUCLEAR | PB-194 | SUQ | DEFORMED-NUCLEI | EXCITATION-ENERGIES | PARITY | VARIABLE MOMENT | PHYSICS, PARTICLES & FIELDS

power index formula | superdeformed bands | IDENTICAL BANDS | MASS REGION | HG-194 | INERTIA | PHYSICS, NUCLEAR | PB-194 | SUQ | DEFORMED-NUCLEI | EXCITATION-ENERGIES | PARITY | VARIABLE MOMENT | PHYSICS, PARTICLES & FIELDS

Journal Article

Communications in Mathematical Physics, ISSN 0010-3616, 1/2009, Volume 285, Issue 1, pp. 141 - 160

We formulate a quantum generalization of the notion of the group of Riemannian isometries for a compact Riemannian manifold, by introducing a natural notion of...

Quantum Computing, Information and Physics | Relativity and Cosmology | Mathematical and Computational Physics | Quantum Physics | Physics | Statistical Physics | Complexity | AUTOMORPHISM-GROUPS | MANIFOLDS | PHYSICS, MATHEMATICAL | SPACES | SUQ | GRAPHS

Quantum Computing, Information and Physics | Relativity and Cosmology | Mathematical and Computational Physics | Quantum Physics | Physics | Statistical Physics | Complexity | AUTOMORPHISM-GROUPS | MANIFOLDS | PHYSICS, MATHEMATICAL | SPACES | SUQ | GRAPHS

Journal Article

Communications in Mathematical Physics, ISSN 0010-3616, 3/2017, Volume 350, Issue 2, pp. 475 - 506

We construct spectral triples on C*-algebraic extensions of unital C*-algebras by stable ideals satisfying a certain Toeplitz type property using given...

Quantum Physics | Mathematical Physics | Classical and Quantum Gravitation, Relativity Theory | Theoretical, Mathematical and Computational Physics | Complex Systems | Physics | LOCAL INDEX FORMULA | COHOMOLOGY | MODULES | DIMENSIONAL QUANTUM SPHERES | NONCOMMUTATIVE GEOMETRY | TRIPLES | DIRAC OPERATORS | SU GROUP | PHYSICS, MATHEMATICAL | SUMMABILITY | SUQ | Algebra

Quantum Physics | Mathematical Physics | Classical and Quantum Gravitation, Relativity Theory | Theoretical, Mathematical and Computational Physics | Complex Systems | Physics | LOCAL INDEX FORMULA | COHOMOLOGY | MODULES | DIMENSIONAL QUANTUM SPHERES | NONCOMMUTATIVE GEOMETRY | TRIPLES | DIRAC OPERATORS | SU GROUP | PHYSICS, MATHEMATICAL | SUMMABILITY | SUQ | Algebra

Journal Article

Journal of Mathematical Chemistry, ISSN 0259-9791, 06/2018, Volume 56, Issue 6, pp. 1656 - 1666

In this paper, we present a closed-form expression of the vibrational partition function for the one-dimensional q-deformed Morse potential energy model....

Euler–MacLaurin method | Partition function | Morse potential | THERMODYNAMIC PROPERTIES | STATES | Euler-MacLaurin method | HARMONIC-OSCILLATOR | Q-ANALOGS | MODEL | CHEMISTRY, MULTIDISCIPLINARY | SUQ | MATHEMATICS, INTERDISCIPLINARY APPLICATIONS | Q-DEFORMATION | ALGEBRAIC APPROACH | PARTITION-FUNCTION | ENTROPY | Usage | Statistical models | Numerical analysis | Vibration | Diatomic molecules | Models | Properties

Euler–MacLaurin method | Partition function | Morse potential | THERMODYNAMIC PROPERTIES | STATES | Euler-MacLaurin method | HARMONIC-OSCILLATOR | Q-ANALOGS | MODEL | CHEMISTRY, MULTIDISCIPLINARY | SUQ | MATHEMATICS, INTERDISCIPLINARY APPLICATIONS | Q-DEFORMATION | ALGEBRAIC APPROACH | PARTITION-FUNCTION | ENTROPY | Usage | Statistical models | Numerical analysis | Vibration | Diatomic molecules | Models | Properties

Journal Article

International Mathematics Research Notices, ISSN 1073-7928, 12/2010, Volume 2010, Issue 7, pp. 1167 - 1314

The quantum group analog of the normalizer of SU(1, 1) in SL(2, C) is an important and nontrivial example of a noncompact quantum group. The general theory of...

POLYNOMIALS | MATHEMATICS | ELEMENTS | UNITARY REPRESENTATIONS | FOURIER | GROUP SUQ(1,1) | TRANSFORMS

POLYNOMIALS | MATHEMATICS | ELEMENTS | UNITARY REPRESENTATIONS | FOURIER | GROUP SUQ(1,1) | TRANSFORMS

Journal Article

Journal of Functional Analysis, ISSN 0022-1236, 2011, Volume 260, Issue 9, pp. 2716 - 2741

In this paper we are concerned with the construction of a general principle that will allow us to produce regular spectral triples with finite and simple...

Heat kernel expansion | Local index formula | Quantum double suspension | Dimension spectrum | Regularity | MATHEMATICS | ALGEBRAS | SPHERES | OPERATORS | SUQ

Heat kernel expansion | Local index formula | Quantum double suspension | Dimension spectrum | Regularity | MATHEMATICS | ALGEBRAS | SPHERES | OPERATORS | SUQ

Journal Article

Journal of Noncommutative Geometry, ISSN 1661-6952, 2016, Volume 10, Issue 4, pp. 1611 - 1625

We construct a family of q-deformations of SU(2) for complex parameters q not equal 0. For real q, the deformation coincides with Woronowicz' compact quantum...

2 | Braided compact quantum group | MATHEMATICS | MATHEMATICS, APPLIED | U-q | EXAMPLES | PHYSICS, MATHEMATICAL | SUq | Mathematics - Operator Algebras

2 | Braided compact quantum group | MATHEMATICS | MATHEMATICS, APPLIED | U-q | EXAMPLES | PHYSICS, MATHEMATICAL | SUq | Mathematics - Operator Algebras

Journal Article

The Ramanujan Journal, ISSN 1382-4090, 5/2018, Volume 46, Issue 1, pp. 127 - 149

An algebraic interpretation of the q-Meixner polynomials is obtained. It is based on representations of $${\mathscr {U}}_q({\mathfrak {su}}(1,1))$$ Uq(su(1,1))...

q -Meixner polynomials | Fourier Analysis | 33D45 | Functions of a Complex Variable | {\mathscr {U}}_q{\mathfrak {su}}(1, 1)$$ U q su ( 1 , 1 ) quantum algebra | Field Theory and Polynomials | q -Oscillators | 81R50 | Mathematics | Number Theory | Combinatorics | su(1 , 1) quantum algebra | q-Meixner polynomials | q-Oscillators | REPRESENTATIONS | AUTOMORPHISMS | KRAWTCHOUK POLYNOMIALS | Q-OSCILLATOR ALGEBRA | SUQ | MATHEMATICS | ORTHOGONAL POLYNOMIALS | U(q)su(1,1) quantum algebra | OPERATORS | QUANTUM GROUP | Q-ROTATIONS | Algebra

q -Meixner polynomials | Fourier Analysis | 33D45 | Functions of a Complex Variable | {\mathscr {U}}_q{\mathfrak {su}}(1, 1)$$ U q su ( 1 , 1 ) quantum algebra | Field Theory and Polynomials | q -Oscillators | 81R50 | Mathematics | Number Theory | Combinatorics | su(1 , 1) quantum algebra | q-Meixner polynomials | q-Oscillators | REPRESENTATIONS | AUTOMORPHISMS | KRAWTCHOUK POLYNOMIALS | Q-OSCILLATOR ALGEBRA | SUQ | MATHEMATICS | ORTHOGONAL POLYNOMIALS | U(q)su(1,1) quantum algebra | OPERATORS | QUANTUM GROUP | Q-ROTATIONS | Algebra

Journal Article

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