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We study the connection of the number of ULXs and their luminosities with the host galaxy properties and discuss them in the context of population synthesis studies.
We also study the connection of weak∗ exact W∗-TROs with their linking von Neumann algebras and study the structure of exact (respectively, nuclear) W∗-TROs.
Following the successful Yohkoh satellite which is continuously operating since August 1991, the solar physics community in Japan is now preparing for a Japan's next solar physics mission, Solar-B, whose primary objective is to study the connection of the dynamics and heating in the solar corona with the magnetic field at the solar surface.
This motivated us to study the connection of PARG, and particularly PARG110, with RD.
In order to study the connection of homologous proteins to human diseases and disorders, we first mapped all human codes from SwissProt, ensemble, NCBI and Unicode to the official human gene nomenclature.
The two uppermost curves are the central finding of our study; the connection of the multicatalytic enzyme to Cel48S-C through a two-cohesin scaffoldin produces a minicellulosome with activity greater than that of an equivalent simple mixture of the individual enzymes, each bound to a single-cohesin scaffoldin.
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This relationship can be used to score printed images, and additionally, to computationally study the connections of the attributes.
Directly testing the white matter tracts for activation would provide us with a unique opportunity to study the connections of neural networks that become active during various cognitive functions.
Be worth mentioning, in the present study the connections of the anatomical network are related to the number of fibers to be traced from one region to another, which is largely dependent on the FA values of the white matter tracts.
An important contribution of this study is the connection of the molecular changes observed in prion-infected cells to the normal signaling function of PrPC.
Studies concerning the connection of frames with graphs have shown that the existence of an ETF in a real Hilbert space depends on the existence of a matrix Q with zero diagonal and ± 1's off-diagonal entries.
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