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Mehler–Fock transforms and retarded radiative Green functions in hyperbolic and spherical spaces

Journal of mathematical physics, 2023-06, Vol.64 (6)

Durand, Loyal

2023

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Fractional operators and multi-integral representations for associated Legendre functions

Journal of mathematical physics, 2022-03, Vol.63 (3)

Durand, Loyal

2022

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Asymptotic Bessel-function expansions for Legendre and Jacobi functions

Journal of mathematical physics, 2019-01, Vol.60 (1)

Durand, Loyal

2019

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Evidence for a break in the spectrum of astrophysical neutrinos

Physical review. D, 2017-04, Vol.95 (8), Article 083009

2017

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George Secor Stranahan

Physics today, 2022-06, Vol.75 (6), p.60-60

Durand, Loyal

2022

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Decoupling the NLO coupled DGLAP evolution equations: an analytic solution to pQCD

The European physical journal. C, Particles and fields, 2010-10, Vol.69 (3-4), p.425-431

2010

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Complex Asymptotics in λ for the Gegenbauer Functions C λ α ( z ) and D λ α ( z ) with z ∈ (−1, 1)

Symmetry (Basel), 2019-12, Vol.11 (12), p.1465

Durand, Loyal

2019

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Coulomb-nuclear interference effects in proton-proton scattering: A simple new eikonal approach

Physical review. D, 2020-08, Vol.102 (3), p.1, Article 036025

2020

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Reply to “Comment on ‘Coulomb-nuclear interference effects in proton-proton scattering: A simple new eikonal approach’”

Physical review. D, 2021-01, Vol.103 (1), Article 018902

2021

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Eikonal and asymptotic fits to high-energy data for σ , ρ , and B : An update with curvature corrections

Physical review. D, 2019-01, Vol.99 (1), p.014009, Article 014009

2019

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Slope, curvature, and higher parameters in p p and p ¯ p scattering, and the extrapolation of measurements of d σ ( s , t ) / d t to t = 0

Physical review. D, 2016-06, Vol.93 (11), Article 114009

2016

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Slope, curvature, and higher parameters in pp and pp scattering, and the extrapolation of measurements of d[sigma](s,t)/dt to t=0

Physical review. D, 2016-06, Vol.93 (11)

2016

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Comment on “More on Heisenberg’s model for high energy nucleon-nucleon scattering”

Physical review. D, 2016-04, Vol.93 (7), Article 078501

2016

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Eikonal fit to pp and p super(-)p scattering and the edge in the scattering amplitude

Physical review. D, 2015-07, Vol.92 (1)

2015

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Evidence for a break in the spectrum of astrophysical neutrinos

Physical review. D, 2017-04, Vol.95 (8)

2017

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Comment on “On an identity for the volume integral of the square of a vector field,” by A. M. Stewart [ Am. J. Phys. 75 (6), 561–564 (2007)]

American journal of physics, 2007-06, Vol.75 (6), p.570-570

Durand, Loyal

2007

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A new numerical method for inverse Laplace transforms used to obtain gluon distributions from the proton structure function

The European physical journal. C, Particles and fields, 2011-11, Vol.71 (11), p.1-12, Article 1806

2011

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Evidence for an energy-invariant “edge” in proton-proton scattering at very high energies

Physical review. D, Particles, fields, gravitation, and cosmology, 2015-01, Vol.91 (1), Article 011501

2015

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Fractional operators and special functions. II. Legendre functions

Journal of mathematical physics, 2003-05, Vol.44 (5), p.2266-2292

Durand, Loyal

2003

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Fermi and Bose pressures in statistical mechanics

American journal of physics, 2004-08, Vol.72 (8), p.1082-1094

Durand, Loyal

2004

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Fractional operators and special functions. I. Bessel functions

Journal of mathematical physics, 2003-05, Vol.44 (5), p.2250-2265

Durand, Loyal

2003

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Analysis of dynamical corrections to baryon magnetic moments

Physical review. D, Particles and fields, 2003-04, Vol.67 (7), Article 073017

2003

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Upper bounds on Higgs and top quark masses in the flipped SU(5)×U(1) superstring model

Physics letters. B, 1989-02, Vol.217 (4), p.463-466

1989

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Baryon magnetic moments in a QCD-based quark model with loop corrections

Physical review. D, Particles and fields, 1998-11, Vol.58 (9), Article 093008

1998

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Effective field theory and the quark model

Physical review. D, Particles and fields, 2001-07, Vol.64 (1), Article 014008

2001

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Mehler–Fock transforms and retarded radiative Green functions in hyperbolic and spherical spaces

Fractional operators and multi-integral representations for associated Legendre functions

Asymptotic Bessel-function expansions for Legendre and Jacobi functions

Evidence for a break in the spectrum of astrophysical neutrinos

George Secor Stranahan

Decoupling the NLO coupled DGLAP evolution equations: an analytic solution to pQCD

Complex Asymptotics in λ for the Gegenbauer Functions C λ α ( z ) and D λ α ( z ) with z ∈ (−1, 1)

Coulomb-nuclear interference effects in proton-proton scattering: A simple new eikonal approach

Reply to “Comment on ‘Coulomb-nuclear interference effects in proton-proton scattering: A simple new eikonal approach’”

Eikonal and asymptotic fits to high-energy data for σ , ρ , and B : An update with curvature corrections

Slope, curvature, and higher parameters in p p and p ¯ p scattering, and the extrapolation of measurements of d σ ( s , t ) / d t to t = 0

Slope, curvature, and higher parameters in pp and pp scattering, and the extrapolation of measurements of d[sigma](s,t)/dt to t=0

Comment on “More on Heisenberg’s model for high energy nucleon-nucleon scattering”

Eikonal fit to pp and p super(-)p scattering and the edge in the scattering amplitude

Evidence for a break in the spectrum of astrophysical neutrinos

Comment on “On an identity for the volume integral of the square of a vector field,” by A. M. Stewart [ Am. J. Phys. 75 (6), 561–564 (2007)]

A new numerical method for inverse Laplace transforms used to obtain gluon distributions from the proton structure function

Evidence for an energy-invariant “edge” in proton-proton scattering at very high energies

Fractional operators and special functions. II. Legendre functions

Fermi and Bose pressures in statistical mechanics

Fractional operators and special functions. I. Bessel functions

Analysis of dynamical corrections to baryon magnetic moments

Upper bounds on Higgs and top quark masses in the flipped SU(5)×U(1) superstring model

Baryon magnetic moments in a QCD-based quark model with loop corrections

Effective field theory and the quark model

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