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Institution

Tulane University

EducationNew Orleans, Louisiana, United States
About: Tulane University is a education organization based out in New Orleans, Louisiana, United States. It is known for research contribution in the topics: Population & Blood pressure. The organization has 24478 authors who have published 47205 publications receiving 1944993 citations. The organization is also known as: University of Louisiana.


Papers
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Journal ArticleDOI
TL;DR: In this paper, the authors suggest that unreasonable experimental effectiveness arises from natural scale independence, and they advocate a shift in emphasis in experimental stratigraphy and geomorphology away from classical dynamical scaling and towards a quantitative understanding of the origins and limits of scale independence.

386 citations

Journal ArticleDOI
TL;DR: Heterogeneity in performance among the ethnic and geographic groups precludes use of the four-level race equation, but the CKD-EPI two- level race equation can be used in the United States and Europe across a wide range of ethnicity.

386 citations

Journal ArticleDOI
TL;DR: Kleinman et al. as mentioned in this paper showed that the asymptotic exponential decay of the exact electron density of a many-electron system is controlled by the exact ionization energy, but not by the decay of an approximate density.
Abstract: With more explanation than usual and without appeal to Janak's theorem, we review the statement and proof of the ionization potential theorems for the exact Kohn-Sham density-functional theory of a many-electron system: (1) For any average electron number $N$ between the integers $Z\ensuremath{-}1$ and $Z,$ and thus for $N\ensuremath{\rightarrow}Z$ from below, the highest occupied or partly occupied Kohn-Sham orbital energy is minus the ionization energy of the $Z$-electron system. (2) For $Z\ensuremath{-}1lNlZ,$ the exact Kohn-Sham effective potential ${v}_{s}(\mathbf{r})$ tends to zero as $|\mathbf{r}|\ensuremath{\rightarrow}\ensuremath{\infty}.$ We then argue that an objection to these theorems. [L. Kleinman, Phys. Rev. B 56, 12 042 (1997)] overlooks a crucial step in the proof of theorem (2): The asymptotic exponential decay of the exact electron density of the $Z$-electron system is controlled by the exact ionization energy, but the decay of an approximate density is not controlled by the approximate ionization energy. We review relevant evidence from the numerical construction of the exact Kohn-Sham potential. In particular, we point out a model two-electron problem for which the ionization potential theorems are exactly confirmed. Finally, we comment on related issues: the self-interaction correction, the discontinuity of the exact Kohn-Sham potential as $N$ passes through the integer $Z,$ and the generalized sum rule on the exchange-correlation hole.

386 citations

Journal ArticleDOI
David E. Blask1
TL;DR: The mutual reinforcement of interacting circadian rhythms of melatonin production, the sleep/wake cycle and immune function may indicate a new role for undisturbed, high quality sleep, and perhaps even more importantly, uninterrupted darkness, as a previously unappreciated endogenous mechanism of cancer prevention.

386 citations

Journal ArticleDOI
TL;DR: A rabbit ulnar non-union model was used to evaluate the effect of recombinant human osteogenic protein-1 on the healing of a large segmental osteoperiosteal defect, which revealed primarily lamellar bone, with the formation of new cortices and normal-appearing marrow elements.
Abstract: A rabbit ulnar non-union model was used to evaluate the effect of recombinant human osteogenic protein-1 on the healing of a large segmental osteoperiosteal defect. A 1.5-centimeter segmental defect was created in the mid-part of the ulnar shaft of adult rabbits. The defect was filled with an implant containing either recombinant human osteogenic protein-1 or naturally occurring bovine osteogenic protein. The recombinant human osteogenic protein-1 implants consisted of a carrier of 125 milligrams of demineralized, guanidine-extracted, insoluble rabbit bone matrix (the collagen carrier), reconstituted with 3.13, 6.25, 12.5, twenty-five, fifty, 100, 200, 300, or 400 micrograms of recombinant human osteogenic protein-1. Animals that received recombinant human osteogenic protein-1 were compared with animals that received an implant of 250 micrograms of a preparation of naturally occurring bovine osteogenic protein mixed with the collagen carrier. Limbs that served as controls received either the collagen carrier alone or no implant at all. The treated and the untreated defects were examined radiographically and histologically at eight or twelve weeks after implantation. Mechanical testing was performed on six animals. All implants of recombinant human osteogenic protein-1, except for those containing 3.13 micrograms of the substance, induced complete radiographic osseous union within eight weeks. The defects that were treated with an implant of bovine osteogenic protein also healed within this time-period. The bone induced by both types of implants had new cortices with advanced remodeling and marrow elements. Histological evaluation of this new bone at eight weeks postoperatively revealed primarily lamellar bone, with the formation of new cortices and normal-appearing marrow elements. The average torsional strength and energy-absorption capacity of the union induced by recombinant human osteogenic protein-1 was comparable with that of intact bone. The control defects that had been implanted with collagen carrier alone and those with no implant showed no bridging of the defect.

386 citations


Authors

Showing all 24722 results

NameH-indexPapersCitations
Walter C. Willett3342399413322
JoAnn E. Manson2701819258509
Frank B. Hu2501675253464
Eric B. Rimm196988147119
Krzysztof Matyjaszewski1691431128585
Nicholas J. White1611352104539
Tien Yin Wong1601880131830
Tomas Hökfelt158103395979
Thomas E. Starzl150162591704
Geoffrey Burnstock141148899525
Joseph Sodroski13854277070
Glenn M. Chertow12876482401
Darwin J. Prockop12857687066
Kenneth J. Pienta12767164531
Charles Taylor12674177626
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Performance
Metrics
No. of papers from the Institution in previous years
YearPapers
202388
2022372
20212,622
20202,491
20192,038
20181,795