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Homogeneous Star Products [PDF]
Letters in Mathematical Physics, 2009 We give short proofs of results concerning homogeneous star products, of which S. Gutt’s star product on the dual of a Lie algebra is a particular case.
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Nature, 1961
WE have recently made certain measurements of the properties of some levels in neon-20 which are related to the production of neon in stars. In particular we have shown that the 4.97-MeV. level has odd parity and J = 2. Consequently neon-20 cannot be formed through this level by thermonuclear reactions between helium and oxygen-16 as has been suggested
A. E. Litherland +2 more
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WE have recently made certain measurements of the properties of some levels in neon-20 which are related to the production of neon in stars. In particular we have shown that the 4.97-MeV. level has odd parity and J = 2. Consequently neon-20 cannot be formed through this level by thermonuclear reactions between helium and oxygen-16 as has been suggested
A. E. Litherland +2 more
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Star Products, Star Exponentials, and Star Functions
2018We give a brief review on non-formal star products and star exponentials and star functions (Omori et al., Deformation of expressions for elements of an algebra, in Symplectic, Poisson, and Noncommutative Geometry. Mathematical Sciences Research Institute Publications, vol. 62 (Cambridge University Press, Cambridge, 2014), pp.
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Star Exponentials in Star Product Algebra
2019A star product is an associative product for certain function space on a manifold, which is given by deforming a usual multiplication of functions. The star product we consider is given on \(\mathbb{C}^{n}\) in non-formal sense. In the star product algebra we consider exponential elements, which are called star exponentials.
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2000
We give a contravariant version of Fedosov’s construction of star-products on symplectic manifolds. This result is used to provide an alternative construction of star-products on Abelian Poisson Lie groups.
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We give a contravariant version of Fedosov’s construction of star-products on symplectic manifolds. This result is used to provide an alternative construction of star-products on Abelian Poisson Lie groups.
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2004
In this chapter we look at expansions which use star products. We generalize star products and apply the corresponding expansions to some functions which grow faster than any iterated exponential. This section continues Section 4.5 and provides a development of the second part of [104].
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In this chapter we look at expansions which use star products. We generalize star products and apply the corresponding expansions to some functions which grow faster than any iterated exponential. This section continues Section 4.5 and provides a development of the second part of [104].
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Star product, discrete Wigner functions, and spin-system tomograms
, 2016P. Adam +4 more
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Coalescence of black hole–neutron star binaries
Living Reviews in Relativity, 2021Koutarou Kyutoku +2 more
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Noncommutative Rd via closed star product
, 2015Томский государственный университет Физический факультет Н Фф
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On Cesáro convergence of iterates of the star product of copulas
, 2013W. Trutschnig
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