Saper, L; Zucker, S, An introduction to L²-cohomology, in Several Complex Variables and Complex Geometry, vol. 52, Part 2, pp. 519-534, Amer.
Hull, C. L. A behavior system; an introduction to behavior theory concerning the individual organism (Yale University Press, 1952).
H. L. Mencken, who wrote an introduction to the published Nietzsche-Wagner correspondence, considers it "quite possible," as Elisabeth opined, "that it was Wagner's snuffling gabble about Christianity that finished" the friendship.
It comes framed with an introduction by E. L. Doctorow and a coda of tributes (less sticky than I feared) by his friends, family members and colleagues, who portray him as a mensch, a celebrant of women writers, defender of underdogs, devoted sports fan, heavy drinker and meld of contradictions.
This is followed by an introduction to the L&D policy context this work focuses on, PEA, and a discussion of why this science could be relevant for L&D.
These sources include the common bean cultivar Montana No. 5 and introduction line PI207262, tepary bean (Phaseolus acutifolius L). introduction lines (PI319443 and PI440795), and scarlet runner bean (Phaseolus coccineus L). [ 3].
Earlier, we have reported that the transgenic eggplants containing E. coli mannitol-1-phosphate dehydrogenase (mtlD) gene showed increased tolerance to abiotic stresses [V. Prabhavathi, J.S. Yadav, P.A. Kumar, M.V. Rajam, Abiotic stress tolerance in transgenic eggplant (Solanum melongena L). by introduction of bacterial mannitol phosphate dehydrogenase gene, Mol. Breed. 9 (2002) 137 147].
We have added a description of the similarities and differences between GnT1IP-S and –L to the Introduction and elsewhere.
Analytic number theory: Presentation of several computationally-friendly and rapidly-converging series representations for Riemann's zeta function, Dirichlet's L-series, introduction and application of some novel techniques for closed-form evaluations of series involving a wide variety of sequences and functions of analytic number theory, and so on.
(vi) Analytic number theory: Presentation of several computationally-friendly and rapidly-converging series representations for Riemann's zeta function, Dirichlet's L-series, introduction and application of some novel techniques for closed-form evaluations of series involving a wide variety of sequences and functions of analytic number theory, and so on.
Jordan, M., Ghahramani, Z., Jaakkola, T. & Saul, L. An introduction to variational methods in graphical models.
