Results 11 to 20 of about 854,878 (345)

Star product geometries [PDF]

Russian Journal of Mathematical Physics, 2009
27 pages. Based on the talk presented at the conference "Geometry and Operators Theory," Ancona (Italy), September ...
A. Connes, A. Connes, A. P. Balachandran, A. Sitarz, A. Tureanu, D. Gurevich, G. Landi, H. Grosse, J. C. Varilly, J. M. Gracia-Bondia, J. Wess, M. Gerstenhaber, P. Aschieri, P. Aschieri, P. Aschieri, P. Aschieri, P. Aschieri, P. P. Kulish, S. Doplicher, S. L. Woronowicz, V. G. Drinfeld, V. G. Drinfeld, W. Heisenberg   +22 more
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Phase space distributions and a duality symmetry for star products [PDF]

, 2004
A duality property for star products is exhibited. In view of it, known star-product schemes, like the Weyl-Wigner-Moyal formalism, the Husimi and the Glauber-Sudarshan maps are revisited and their dual partners elucidated. The tomographic map, which has
V. I. Manʹko, G. Marmo, Patrizia Vitale
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Convergence of the Gutt Star Product

, 2015
35 pages, minor typos corrected, updated ...
Esposito, Chiara, Stapor, Paul, Waldmann, Stefan   +2 more
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Homogeneous Fedosov Star Products on Cotangent Bundles I: Weyl and Standard Ordering with Differential Operator Representation [PDF]

, 1998
In this paper we construct homogeneous star products of Weyl type on every cotangent bundle $T^*Q$ by means of the Fedosov procedure using a symplectic torsion-free connection on $T^*Q$ homogeneous of degree zero with respect to the Liouville vector ...
Martin Bordemann, Nikolai Neumaier, Stefan Waldmann   +2 more
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An Alternative Lattice Field Theory Formulation Inspired by Lattice Supersymmetry-Summary of the Formulation- [PDF]

EPJ Web of Conferences, 2018
We propose a lattice field theory formulation which overcomes some fundamental diffculties in realizing exact supersymmetry on the lattice. The Leibniz rule for the difference operator can be recovered by defining a new product on the lattice, the star ...
D’Adda Alessandro, Kawamoto Noboru, Saito Jun   +2 more
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Star Product Formula of Theta Functions [PDF]

, 2006
As a noncommutative generalization of the addition formula of theta functions, we construct a class of theta functions which are closed with respect to the Moyal star product of a fixed noncommutative parameter.
Hiroshige Kajiura
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More Than Meets the Kappa for Antibody Superantigen Protein L (PpL)

Antibodies, 2022
Immunoglobulin superantigens play an important role in affinity purification of antibodies and the microbiota-immune axis at mucosal areas. Based on current understanding, Staphylococcal Protein A (SpA), Streptococcal Protein G (SpG) and Finegoldia ...
Wei-Li Ling, Joshua Yi Yeo, Yuen-Ling Ng, Anil Wipat, Samuel Ken-En Gan   +4 more
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A novel low-cost capacitance-based approach for non-destructive evaluation of powder quality for food processing industries

Measurement: Sensors, 2022
In a high-volume food production line, several stainless-steel hoppers store, mix and dispense powdered ingredients to form food powders of the desired composition.
Hari Krishna Salila Vijayalal Mohan, Andrew Alexander Malcolm   +1 more
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The Determination of HIV-1 RT Mutation Rate, Its Possible Allosteric Effects, and Its Implications on Drug Resistance

Viruses, 2020
The high mutation rate of the human immunodeficiency virus type 1 (HIV-1) plays a major role in treatment resistance, from the development of vaccines to therapeutic drugs.
Joshua Yi Yeo, Ghin-Ray Goh, Chinh Tran-To Su, Samuel Ken-En Gan   +3 more
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Star Product and Star Exponential [PDF]

, 2012
This paper introduces a family of star products, parameterized by the space of complex symmetric matrices. Let us recall that Omori-Maeda-Miyazaki-Yoshioka obtained a generalization of the well-known Moyal-Weyl product by means of complex symmetric matrices.
Tomihisa, Toshio, Yoshioka, Akira
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