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[News Clip: Renner]
No full textVideo footage from the WBAP-TV station in Fort Worth, Texas to accompany a news story about the Texas Research Foundation holding its its annual field day at Renner. Dr. Ernest R. Sears wins the Hoblitzelle Award for outstanding work in agricultural research by an American Scientist
[News Clip: Renner]
No full textVideo footage from the WBAP-TV station in Fort Worth, Texas to accompany a news story about the Texas Research Foundation holding its its annual field day at Renner. Dr. Ernest R. Sears wins the Hoblitzelle Award for outstanding work in agricultural research by an American Scientist
Renner et al. Reply:
No full textOriginal: Ch. Renner B. Revaz J.-Y. Genoud K. Kadowaki and O. Fischer Pseudogap Precursor of the Superconducting Gap in Under- and Overdoped Bi2Sr2CaCu2O8+δ Phys. Rev. Lett. 80 149 (1998)
Comment: J. L. Tallon and G. V. Williams Comment on “Pseudogap Precursor of the Superconducting Gap in Under- and Overdoped Bi2Sr2CaCu2O8+δ” Phys. Rev. Lett. 82 3725 (1999)journal articl
Appendix A to Renner et al. 2016 Int J Para
No full textSupporting Data S1 to S4 of Renner, Lüdtke, Kaiser, Kienle, Schaefer, Segelbacher, Tschapka, Santiago-Alarcon (2016) "Forests of opportunities and mischief: disentangling the interactions between forests, parasites and immune responses"
International Journal for Parasitology
The data contains 4 data sets for the publication:
(1) Supplementary Data S1 - Background and rationale on Structural Equations Modeling (SEM) approach and further SEMs tested
(2) Supplementary Data S2 - R-code used for SEM
(3) Supplementary Data S3 - input data for R-Codes (Data S2) part A with Sylvia atricapilla (blackcap)
(4) Supplementary Data S4 - input data for R-Codes (Data S2) part B with Fringilla coelebs (chaffinch
Appendix A to Renner et al. 2016 Int J Para
No full textSupporting Data S1 to S4 of Renner, Lüdtke, Kaiser, Kienle, Schaefer, Segelbacher, Tschapka, Santiago-Alarcon (2016) "Forests of opportunities and mischief: disentangling the interactions between forests, parasites and immune responses"
International Journal for Parasitology
The data contains 4 data sets for the publication:
(1) Supplementary Data S1 - Background and rationale on Structural Equations Modeling (SEM) approach and further SEMs tested
(2) Supplementary Data S2 - R-code used for SEM
(3) Supplementary Data S3 - input data for R-Codes (Data S2) part A with Sylvia atricapilla (blackcap)
(4) Supplementary Data S4 - input data for R-Codes (Data S2) part B with Fringilla coelebs (chaffinch
A VARIATIONAL TREATMENT OF THE RENNER-TELLER EFFECT
No full textG. Osmann. P. R. Bunker, P. Jensen, R. J. Buenker, J. P. Gu and G. Hirsch, J. Mol. Spectrosc, 197 262(1999), and references therein. Section 13.4.1 of the book Molecular Symmetry and Spectroscopy, 2nd Edition, by P. R. Bunker and P. Jensen, NRC Research Press, Ottawa 1998. See http://www.nrc.ca/cisti/journals/41653 for the table of contents and ordering information. P. Jense, J. Mol. Spectrosc. 128, 478 (1988); 132, 429 (1988). J. T. Hougen, P. R. Bunker and J. W. C. Johns, J. Mol. Spectrosc, 34, 136 (1970). G. Oxmann, P. R. Bunker, P. Jensen, and W. P. Kraemer, Chem. Phys. 225, 33 (1997).Author Institution: Steacie Institute for Molecular Sciences, National Research Council of Canada; FB 9-Theoretische Chemie, Bergische Universit\""{a}t -Gesamthochschule Wuppertal, D.42097For a triatomic molecule we have developed a rovibronic Hamiltonian that allows for the Renner-Teller effect (i.e., for the effect of electronic angular . The Hamiltonian is based on the MORBID Hamiltonian developed by which itself is based on the Hougen-Bunker-Johns . We determine the eigenfunctions and eigenvalues of this Hamiltonian in a variational manner, and the computer program we have developed is called RENNER; we have used RENNER to calculate the rovibronic energies of and other molecules. As well as calculating rovibronic energies from potential energy surfaces we are able to calculate intensities from dipole moment surfaces, and we can simulate spectra that involve electronic states subject to the Renner-Teller effect. Although there is a breakdown of the Born-Oppenheimer approximation one can still understand the situation using potential energy curves and dipole moment surfaces, but the shapes of the potential energy curves and dipole moment surfaces depend on the value of the rotational quantum number . This will be explained using our results for the molecule as an $example^{e}.
Generic Hecke algebra for Renner monoids
No full textAbstractTo each Renner monoid R we associate a generic Hecke algebra H(R) over Z[q] which is a deformation of the monoid Z-algebra of R. If M is a finite reductive monoid with Borel subgroup B and associated Renner monoid R, then we obtain the associated Iwahori–Hecke algebra H(M,B) by specialising q in H(R) and tensoring by C over Z, as in the classical case of finite reductive groups
Haensch (G.), Renner (R.) - Deutsch-französische Wirtschaftsprache. Terminologie économique allemand-français.
No full textLhomme Jean. Haensch (G.), Renner (R.) - Deutsch-französische Wirtschaftsprache. Terminologie économique allemand-français.. In: Revue économique, volume 13, n°1, 1962. p. 158
Conjugacy classes of Renner monoids
No full textAbstractIn this paper we describe conjugacy classes of a Renner monoid R with unit group W, the Weyl group. We show that every element in R is conjugate to an element ue where u∈W and e is an idempotent in a cross section lattice. Denote by W(e) and W⁎(e) the centralizer and stabilizer of e∈Λ in W, respectively. Let W(e) act by conjugation on the set of left cosets of W⁎(e) in W. We find that ue and ve (u,v∈W) are conjugate if and only if uW⁎(e) and vW⁎(e) are in the same orbit. As consequences, there is a one-to-one correspondence between the conjugacy classes of R and the orbits of this action. We then obtain a formula for calculating the number of conjugacy classes of R, and describe in detail the conjugacy classes of the Renner monoid of some J-irreducible monoids.We then generalize Munn conjugacy on a rook monoid to any Renner monoid and show that Munn conjugacy coincides with semigroup conjugacy, action conjugacy, and character conjugacy. We also show that the number of inequivalent irreducible representations of R over an algebraically closed field of characteristic zero equals the number of Munn conjugacy classes in R
Poëme moral, nommé le "Renner" par Hugo de Trimberg.
No full textHUGO VON TRIMBERG. RennerRennerTRIMBERG, Hugo von. RennerWachterliedContient : notes historiques ; morceau en prose sur la descente du Christ aux enfers ; "Wachterlied,"Numérisation effectuée à partir d'un document de substitution.Table, fol. A-C r°. Fol. B r° en bas, "Dyt buch ist fromen luden bekant. Der (houesch [exponctué]) Renner ist is genant." Incipit (fol. C v°) : "Ich bin daz alder daz von kalder. Art sich muss wermen hie..." — Explicit (fol. 312 r°) : "Explicit der Renner sub anno domini millesimo CCCC°XXXV°. die VII. mens aprilis. sit laus deo. Herman van ludesdorff et sic est finis." A la fin, 4 feuillets d'une copie moderne du "Renner.
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