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Results 1 to 20 of 123 for query "D. G. C. McKeon". (0.00 sec.)

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Optimal Renormalization-Group Improvement of R(s) via the Method of Characteristics
V. Elias; D.G.C. McKeon; T.G. Steele;
23 Dec 2002 / Int.J.Mod.Phys. A18 (2003) 3417

Radiative Corrections in a Vector-Tensor Model
F. Chishtie; M. Gagné-Portelance; T. Hanif; S. Homayouni; D. G. C. McKeon;
30 Aug 2005

A Canonical Analysis of the Einstein-Hilbert Action in First Order Form
N. Kiriushcheva; S. V. Kuzmin; D. G. C. McKeon;
29 Sep 2006

Can the Renormalization Group Improved Effective Potential be used to estimate the Higgs Mass in the Conformal Limit of the Standard Model?
F.A. Chishtie; T. Hanif; J. Jia; R.B. Mann; D.G.C. McKeon; T.N. Sherry; T.G. Steele;
30 Jun 2010

Pade/renormalization-group improvement of inclusive semileptonic B decay rates
M.R. Ahmady; F.A. Chishtie; V. Elias; A.H. Fariborz; D.G.C. McKeon; T.N. Sherry; T.G. Steele;
6 Sep 2002 / Nucl.Phys.Proc.Suppl. 115 (2003) 82-84

Three-loop Euler-Heisenberg Lagrangian and asymptotic analysis in 1+1 QED
I. Huet; D.G.C. McKeon; C. Schubert;
2 Nov 2009

Peculiarities of the Canonical Analysis of the First Order Form of the Einstein-Hilbert Action in Two Dimensions in Terms of the Metric Tensor or the Metric Density
N. Kiriushcheva; S.V. Kuzmin; D.G.C. McKeon;
30 Mar 2005 / Mod.Phys.Lett. A20 (2005) 1961-1972

Three Loop Estimate of the Inclusive Semileptonic $b o c$ Decay Rate
M.R. Ahmady; F.A. Chishtie; V. Elias; A.H. Fariborz; D.G.C. McKeon; T.N. Sherry; T.G. Steele;
7 Sep 2001 / Phys.Rev. D65 (2002) 054021

A Canonical Approach to the Einstein-Hilbert Action in Two Spacetime Dimensions
N. Kiriushcheva; S.V. Kuzmin; D.G.C. McKeon;
26 Dec 2004 / Mod.Phys.Lett. A20 (2005) 1895-1902

10.

Off-Diagonal Elements of the DeWitt Expansion from the Quantum Mechanical Path Integral
F.A. Dilkes; D.G.C. McKeon;
1 Sep 1995 / Phys.Rev. D53 (1996) 4388-4396

11.

Multi-scale Renormalization Group Methods for Effective Potentials with Multiple Scalar Fields
T.G. Steele; Zhi-Wei Wang; D.G.C. McKeon;
19 Sep 2014

12.

Renormalization Group Determination of the Five-Loop Effective Potential for Massless Scalar Field Theory
F.A. Chishtie; D.G.C. McKeon; T.G. Steele;
20 Feb 2008

13.

A Unique Determination of the Effective Potential in Terms of Renormalization Group Functions
F.A. Chishtie; D.G.C. McKeon; T.G. Steele;
12 Jun 2007

14.

Transport equation and hard thermal loops in noncommutative Yang-Mills theory
F. T. Brandt; Ashok Das; J. Frenkel; D. G. C. McKeon; J. C. Taylor;
23 Apr 2002 / Phys.Rev. D66 (2002) 045011

15.

Renormalization-Group Improvement of Effective Actions Beyond Summation of Leading Logarithms
M. R. Ahmady; V. Elias; D. G. C. McKeon; A. Squires; T. G. Steele;
14 Nov 2002 / Nucl.Phys. B655 (2003) 221-249 DOI: 10.1016/S0550-3213(03)00008-7

16.

Canonical Analysis of Scalar Fields in Two Dimensional Curved Space
D.G.C. McKeon; Alexander Patrushev;
18 Sep 2010

17.

The Canonical Structure of the First Order Einstein-Hilbert Action
D.G.C. McKeon;
17 May 2010

18.

A Reexamination of the Canonical Structure of the Einstein-Hilbert Action in First-Order Form
R. N. Ghalati; D. G. C. McKeon;
18 Dec 2007

19.

A Canonical Analysis of the First Order Einstein-Hilbert Action
R. N. Ghalati; D. G. C. McKeon;
16 Nov 2007

20.

The renormalization group improved effective potential in massless models
F. T. Brandt; F. A. Chishtie; D. G. C. McKeon;
20 Jul 2004 / Mod.Phys.Lett. A20 (2005) 2215-2226

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