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Rock properties derived from induced polarization logs [PDF]
, 1994 Pape, H., Grinat, M., Vogelsang, D.
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Polarized Infrared Spectra of Benzene Derivatives
Polarized Infrared Spectra of Benzene Derivativesopenaire
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The Ansacarbamitocins: Polar Ansamitocin Derivatives
Journal of Natural Products, 2007The ansacarbamitocins are a new family of maytansinoids that are unusually substituted with a glucose subunit and two carbamate functional groups and exhibit modest activity against some agricultural fungal disease organisms. Ansacarbamitocins A-F ( 1- 6) all consist of the same macrocyclic core as the ansamitocins, with variation occurring on the ...
Carl E, Snipes +9 more
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Polarization energies of tetrathiafulvalene derivatives
Chemical Physics, 1981Abstract Ultraviolet photoelectron spectroscopic studies were carried out on dimethyl-, tetramethyl- and dibenzo-derivatives of tetrathiafulvalene in the gaseous and solid state. As the difference between the threshold ionization potentials in both states, we obtained the polarization energies of those compounds in the solid state ...
Naoki Sato +2 more
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Loci of complex polynomials, part II: polar derivatives
Mathematical Proceedings of the Cambridge Philosophical Society, 2015AbstractFor every complex polynomialp(z), closed point sets are defined, calledlociofp(z). A closed set Ω ⊆${\mathbb C}$* is a locus ofp(z) if it contains a zero of any of its apolar polynomials and is the smallest such set with respect to inclusion. Using the notion locus, some classical theorems in the geometry of polynomials can be refined.
Sendov, Blagovest, Sendov, Hristo
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Journal of Geometry, 1989
This paper is one in a series of three in which the author generalizes Ostrom's definition of derivation such that there is a 1-1-correspondence to the pairs consisting of a 3-dimensional projective space P and a special line N in it: Points of the derivable net are those lines of P that don't meet N, \(P\setminus N\) is the set of lines, two such ...
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This paper is one in a series of three in which the author generalizes Ostrom's definition of derivation such that there is a 1-1-correspondence to the pairs consisting of a 3-dimensional projective space P and a special line N in it: Points of the derivable net are those lines of P that don't meet N, \(P\setminus N\) is the set of lines, two such ...
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