1. Lattice gravity near the continuum limit
Title: Lattice gravity near the continuum limit: Authors: Feinberg, G.; Friedberg, R.; Lee, T. D.; Ren, H. C. Affiliation: AA(Columbia University, New York, NY 10027, USA), AB(Columbia ...
2. RULES FOR THE SURVEY AND CONSTRUCTION OF STEEL SHIPS
(3) t d REN REN t t, = t d REN t,: Web thickness, in mm , which satisfies the following web depth to thickness ratio for frames and brackets (applicable to Zone A and B only).
3. Tsung-Dao Lee - Wikipedia, the free encyclopedia
Lee, T.D.; Ren, H. C.; Pang, Y. (1998). Selected Papers, 1985-1996. Amsterdam: Gordon and Breach. ISBN 9056996096. Lee, T.D. (2000). Science and Art.
4. Biochemistry and Molecular Biophysics at Washington University ...
Rasmussen, T.D., Ren, P., Ponder, J.W. and Jensen, F. Force field modeling of conformational energies: Importance of multipole moments and intramolecular polarization.
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7. Tsung-Dao Lee: Biography from Answers.com
Lee, T.D.; Ren, H. C.; Pang, Y. (1998). Selected Papers, 1985-1996. Amsterdam: Gordon and Breach. ISBN 9056996096. Lee, T.D. (2000). Science and Art.
8. quark.phy.bnl.gov
T/T_d=> Ren’d Polyakov loop: = 0 in confined phase, =1 in pert. thy . Lattice: Z(3) sym. approx in QCD. Loop only near 1 above 3 T_d <= Confined => <= Non-pert.