Results 211 to 220 of about 1,087,987 (259)

Influence of strong π-acceptor ligands on Cr-K-edge X-ray absorption spectral signatures and consequences for the interpretation of surface sites in the Phillips catalyst.

Catal Sci Technol
Kakiuchi Y, Shapovalova S, Protsenko B, Guda S, Safonova OV, Guda A, Copéret C.   +6 more
europepmc   +1 more source

Morphea En Coup De Sabre Treated With Combination Hyaluronic Acid Filler and Neuromodulator: A Case Report. [PDF]

Cureus
Jensen C, Remington BK.
europepmc   +1 more source

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GCD of Random Linear Combinations

Algorithmica, 2006
We show that for arbitrary positive integers $a_1, \ldots, a_m,$ with probability $6/\pi^2 + o(1),$ the gcd of two linear combinations of these integers with rather small random integer coefficients coincides with $\gcd(a_1, \ldots, a_m).$ This naturally leads to a probabilistic algorithm for computing the gcd of several integers, with probability $6 ...
Joachim von zur Gathen, Igor E. Shparlinski   +1 more
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Heritability of a linear combination of traits

Theoretical and Applied Genetics, 1977
The heritability, h I (2) , of a linear combination of phenotypes, I, when defined as the ratio of the variance of the genetic index, σ g⋆ (2) *, to the variance of the index, σ I (2) , is shown to be different from the square of the correlation, r HI (2) , between the index and an arbitrary linear combination of genetic effects, H.
C Y, Lin, F R, Allaire
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Linear Diversity Combining Techniques

Proceedings of the IRE, 1959
This paper provides analyses of three types of diversity combining systems in practical use. These are: selection diversity, maximal-ratio diversity, and equal-gain diversity systems. Quantitative measures of the relative performance (under realistic conditions) of the three systems are provided. The effects of various departures from ideal conditions,
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Zeros of Linear Combinations of Polynomials

Canadian Mathematical Bulletin, 1972
The following theorem is due to J. L. Walsh (see [2, Theorem 17, 2a]):Theorem. If all the zeros of f1(z)=zn+a1zn-1+ … + an lie in or on the circle C1 with centre c1 and radius r1 and if all the zeros of f2(z)=zn+b1zn-1+ … + bn lie in or on the circle C2 with centre c2 and radius r2, then each zero of the polynomiallies in at least one of the circles Γk
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Periods of Linear Combinations of Vectors

Differential Equations and Dynamical Systems, 2014
This article presents several results about the set of periods of periodic points of a linear operator defined on a vector space. Related interesting work can be found in [\textit{G. A. Muñoz-Fernández} et al., Rev. R. Acad. Cienc. Exactas Fís. Nat., Ser. A Mat., RACSAM 105, No. 2, 397--402 (2011; Zbl 1268.47009)].
Chiranjeevi, P., Kannan, V.
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