DIAS-STP-01-25 Signatures of quantum chaos in rare-earth elements: I. Characterization of the Hamiltonian matrices and coupling matrices of Ce I and Pr I using the statistical predictions of random matrix theory. A. Cummings, G. O’Sullivan and D.M. Heffernan… Read More
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Last Updated: 22nd March 2016 by Jef Bucas
2002-04 – Gauge symmetry breaking through Hosotani mechanism in safely broken supersymmetric QCD.
DIAS-STP-02-04 Gauge symmetry breaking through Hosotani mechanism in safely broken supersymmetric QCD. K. Takenaga This preprint is not available for download on our website. To obtain copies of any of the preprints in the archives, please contact us… Read More
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Last Updated: 22nd March 2016 by Jef Bucas
2002-03 – SO2 Abelian projected action for renormalisation group flows.
DIAS-STP-02-03 SO(2) Abelian projected action for renormalisation group flows. F. Freire This preprint is available for download : Portable Document Format (Size: 116K) Postscript (Size: 152K) To obtain copies of any of the preprints in the archives, please… Read More
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Last Updated: 22nd March 2016 by Jef Bucas
2002-02 – Chiral fermions on the lattice
DIAS-STP-02-02 Chiral fermions on the lattice O. Jahn and J. Pawlowski This preprint is not available for download on our website. To obtain copies of any of the preprints in the archives, please contact us and specify the… Read More
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Last Updated: 22nd March 2016 by Jef Bucas
2002-01 – Matrix Phi^4 models on the fuzzy sphere and their continuum limits
DIAS-STP-02-01 Matrix Phi^4 models on the fuzzy sphere and their continuum limits B.P. Dolan, D. O’Connor and P. Presnajder This preprint is available for download : Portable Document Format (Size: 200K) Postscript (Size: 364K) To obtain copies of… Read More
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Last Updated: 22nd March 2016 by Jef Bucas
2001-30 – Proof of a general non-commutative limit theorem using a Feynman-Kac representation
DIAS-STP-01-30 Proof of a general non-commutative limit theorem using a Feynman-Kac representation T.C. Dorlas This preprint is not available for download on our website. To obtain copies of any of the preprints in the archives, please contact us… Read More
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Last Updated: 22nd March 2016 by Jef Bucas
2001-29 – A general non-commutative limit theorem
DIAS-STP-01-29 A general non-commutative limit theorem T.C. Dorlas and R. Neammanee This preprint is not available for download on our website. To obtain copies of any of the preprints in the archives, please contact us and specify the… Read More
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Last Updated: 22nd March 2016 by Jef Bucas
2001-28 – Large deviations and the random energy model
DIAS-STP-01-28 Large deviations and the random energy model T.C. Dorlas and J.R. Wedagedera This preprint is not available for download on our website. To obtain copies of any of the preprints in the archives, please contact us and… Read More
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Last Updated: 22nd March 2016 by Jef Bucas
2001-27 – Signatures of quantum chaos in rare-earth elements: II. Characterization of the energy eigenvalues and dipole moments of Ce I and Pr I.
DIAS-STP-01-27 Signatures of quantum chaos in rare-earth elements: II. Characterization of the energy eigenvalues and dipole moments of Ce I and Pr I. A. Cummings, G. O’Sullivan and D.M. Heffernan This preprint is not available for download on… Read More
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Last Updated: 22nd March 2016 by Jef Bucas
2001-26 – Universality and scaling in chaotic attractor to chaotic attractor transitions.
DIAS-STP-01-26 Universality and scaling in chaotic attractor to chaotic attractor transitions. D. Stynes and D.M. Heffernan This preprint is not available for download on our website. To obtain copies of any of the preprints in the archives, please… Read More
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Last Updated: 22nd March 2016 by Jef Bucas
2001-25 – Signatures of quantum chaos in rare-earth elements: I. Characterization of the Hamiltonian matrices and coupling matrices of Ce I and Pr I using the statistical predictions of random matrix theory.
DIAS-STP-01-25 Signatures of quantum chaos in rare-earth elements: I. Characterization of the Hamiltonian matrices and coupling matrices of Ce I and Pr I using the statistical predictions of random matrix theory. A. Cummings, G. O’Sullivan and D.M. Heffernan… Read More
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