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1.
Grega Cigler Roman Drnovšek Damjana Kokol-Bukovšek Matja? Omladi? Thomas J. Laffey Heydar Radjavi Peter Rosenthal 《Journal of Functional Analysis》1998,160(2):245
T. Laffey showed (Linear and Multilinear Algebra6(1978), 269–305) that a semigroup of matrices is triangularizable if the ranks of all the commutators of elements of the semigroup are at most 1. Our main theorem is an extension of Hthis result to semigroups of algebraic operators on a Banach space. We also obtain a related theorem for a pair {A, B} of arbitrary bounded operators satisfying rank (AB−BA)=1 and several related conditions. In addition, it is shown that a semigroup of algebraically unipotent operators of bounded degree is triangularizable. 相似文献
2.
F. Schweiger H. Mitsch E. Szirucsek P. Gerl H. -Chr. Reichel H. Urbantke R. Mück J. Cigler L. Schmetterer G. Pilz N. Hofreiter K. Kreiter K. Draxler R. Sexl 《Monatshefte für Mathematik》1969,73(2):170-192
Ohne Zusammenfassung 相似文献
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Diana Gonzalez Joseph T. Golab Andrew J. Cigler James A. Kaduk 《Acta Crystallographica. Section C, Structural Chemistry》2020,76(7):706-715
The crystal structures of a new polymorph of dipotassium hydrogen citrate, 2K+·HC6H5O72?, and potassium rubidium hydrogen citrate, K+·Rb+·HC6H5O72?, have been solved and refined using laboratory powder X‐ray diffraction and optimized using density functional techniques. In the new polymorph of the dipotassium salt, KO7 and KO8 coordination polyhedra share corners and edges to form a three‐dimensional framework with channels parallel to the a axis and [111]. The hydrophobic methylene groups face each other in the channels. The un‐ionized carboxylic acid group forms a strong charge‐assisted hydrogen bond to the central ionized carboxylate group. The hydroxy group forms an intermolecular hydrogen bond to a different central carboxylate group. In the potassium rubidium salt, the K+ and Rb+ cations are disordered over two sites, in approximately 0.72:0.28 and 0.28:0.72 ratios. KO8 and RbO9 coordination polyhedra share corners and edges to form a three‐dimensional framework with channels parallel to the a axis. The un‐ionized carboxylic acid group forms a strong charge‐assisted hydrogen bond to an ionized carboxylate group. The hydroxy group forms an intermolecular hydrogen bond to the central carboxylate group. Density functional theory (DFT) calculations on the ordered cation structures suggest that interchange of K+ and Rb+ at the two cation sites changes the energy insignificantly. 相似文献
6.
H. Urbantke F. Schweiger K. Seeger P. Aichelburg W. Bauer P. Flor P. Schmitt R. Sexl J. Lawrenoe A. Wehrl J. Cigler G. Ecker F. Jelinek N. Hofreiter G. Kowol H. Lausch P. Gerl Ch. Binder H. Muthsam H. C. Reichel 《Monatshefte für Mathematik》1971,75(5):453-480
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7.
Complexes of phosphated cornstarch and waxy cornstarch with casein were prepared and characterised. They were prepared from casein in defatted milk and corn and waxy corn starches phosphated to degree of substitution values (DS) of 0.0637 and 0.0968, respectively. The components were blended in starch to casein ratios of 2:1, 1:1, and 1:2, then precipitated with hydrochloric acid. Aqueous solubility, water binding capacity, IR spectra, and thermal analysis (thermogravimetry, TG, and differential thermogravimetry, DTG) of the precipitates revealed that they were not simple physical mixtures of the components. The components interact with one another electrostatically with involvement of the starch phosphate groups and the peptide bonds of casein as documented by the IR spectra. Because of their insolubility in 7 M aqueous urea solution they might also be considered as complexes in which the components were chemically bound. Enzymatic studies showed that they are biodegradable materials. 相似文献
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P. Schmitt H. Bürger J. Cigler H. Ch. Reichel K. Sigmund P. Flor P. Gerl W. Herfort N. Hofreiter L. Schmetterer H. Muthsam R. Sexl 《Monatshefte für Mathematik》1972,76(5):466-480
Ohne Zusammenfassung 相似文献
10.
K. Mayrhofer Th. Sexl W. Philipp K. Prachar W. Nöbauer P. Flor J. Laub N. Hofreiter P. Funk H. Brauner H. Izbicki L. Schmetterer J. Cigler 《Monatshefte für Mathematik》1962,66(5):459-480
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