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27 April 2024
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L. Rogers
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1.
A Geometric Formulation of Quantum Stress Fields
Christopher L. Rogers
;
Andrew M. Rappe
;
3 Dec 2001
2.
Unique Quantum Stress Fields
Christopher L. Rogers
;
Andrew M. Rappe
;
28 Feb 2001
3.
Geometric Formulation of Unique Quantum Stress Fields
Christopher L. Rogers
;
Andrew M. Rappe
;
18 Jun 2000
4.
L-infinity algebras of local observables from higher prequantum bundles
Domenico Fiorenza
;
Christopher L. Rogers
;
Urs Schreiber
;
23 Apr 2013
5.
$L^p$ maximal estimates for quadratic Weyl sums
Roger Baker
;
9 Mar 2021
6.
L-infinity algebras from multisymplectic geometry
Christopher L. Rogers
;
13 May 2010
7.
The Bivariate Rogers-Szeg"{o} Polynomials
William Y. C. Chen
;
Husam L. Saad
;
Lisa H. Sun
;
15 Dec 2006
8.
Are Recent Peculiar Velocity Surveys Consistent?
Michael J. Hudson
;
Russell J. Smith
;
John R. Lucey
;
David J. Schlegel
;
Roger L. Davies
;
17 Sep 1999
9.
On processes which are infinitely divisible with respect to time
Roger Mansuy
;
20 Apr 2005
10.
The Evolution of Galaxies in Compact Groups
Roger Coziol
;
Reinaldo R. de Carvalho
;
Hugo V.Capelato
;
Andre L. B. Ribeiro
;
30 May 1998
11.
The Nature of the Activity in Hickson Compact Groups of Galaxies
Roger Coziol
;
André L. B. Ribeiro
;
Reinaldo R. de Carvalho
;
Hugo V.Capelato
;
10 Sep 1997
12.
Robust synchronization in fiber laser arrays
Slaven Peles
;
Jeffrey L Rogers
;
Kurt Wiesenfeld
;
31 Jan 2006
/ Phys Rev E, 73 (2 Pt 2), 026212
13.
Synchronization by Reactive Coupling and Nonlinear Frequency Pulling
M.C. Cross
;
J.L. Rogers
;
Ron Lifshitz
;
A. Zumdieck
;
3 Oct 2005
14.
The Index of Reducibility of Parameter Ideals and Mostly Zero Finite Local Cohomology
J. C. Liu
;
M. W. Rogers
;
15 Oct 2005
15.
A note on Delta ln L = -1/2 Errors
Roger Barlow
;
5 Mar 2004
16.
Notes on the Second Eigenvalue of the Google Matrix
Roger Nussbaum
;
4 Jul 2003
17.
Light Front Models of the Leptons, Bosons, and Quarks
Roger C. Millikan
;
13 Jun 2001
18.
Analysis of the "Big Bang" and the Resulting Outward Cosmic Expansion: Hubble - Einstein Cosmology vs. The Universal Exponential Decay
Roger Ellman
;
21 Apr 2000
19.
Characterisation of a class of equations with solutions over torsion-free groups
Roger Fenn
;
Colin Rourke
;
22 Oct 1998
/ Geom. Topol. Monogr. 1 (1998), 159-166
20.
Monopoles and the Gibbons-Manton metric
Roger Bielawski
;
14 Dec 1997
/ Commun.Math.Phys. 194 (1998) 297-321
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