نتایج جستجو برای: partitioning ternary subsemimodule

تعداد نتایج: 51923  

2017
Eva I. Hyde Philip Callow Karthik V. Rajasekar Peter Timmins Trushar R. Patel Giuliano Siligardi Rohanah Hussain Scott A. White Christopher M. Thomas David J. Scott

The ParB protein, KorB, from the RK2 plasmid is required for DNA partitioning and transcriptional repression. It acts co-operatively with other proteins, including the repressor KorA. Like many multifunctional proteins, KorB contains regions of intrinsically disordered structure, existing in a large ensemble of interconverting conformations. Using NMR spectroscopy, circular dichroism and small-...

Journal: :Current opinion in cell biology 2013
Sachin Kotak Pierre Gönczy

Correct positioning of the spindle governs placement of the cytokinesis furrow and thus plays a crucial role in the partitioning of fate determinants and the disposition of daughter cells in a tissue. Converging evidence indicates that spindle positioning is often dictated by interactions between the plus-end of astral microtubules that emanate from the spindle poles and an evolutionary conserv...

2003
Steven DUPLIJ

Properties of ternary semigroups, groups and algebras are briefly reviewed. It is shown that there exist three types of ternary units. A ternary analog of deformation is shortly discussed. Ternary coalgebras are defined in the most general manner, their classification with respect to the property “to be derived” is made. Three types of coassociativity and three kinds of counits are given. Terna...

2003
Mozammel H. A. Khan Marek A. Perkowski Pawel Kerntopf

Galois Field Sum of Products (GFSOP) leads to efficient multi-valued reversible circuit synthesis using quantum gates. In this paper, we propose a new generalization of ternary Toffoli gate and another new generalized reversible ternary gate with discussion of their quantum realizations. Algorithms for synthesizing ternary GFSOP using quantum cascades of these gates are proposed. In both the sy...

2010
A. Zuend C. Marcolli

Semivolatile organic and inorganic aerosol species partition between the gas and aerosol particle phases to maintain thermodynamic equilibrium. Liquid-liquid phase separation into an organic-rich and an aqueous electrolyte phase can occur in the aerosol as a result of the saltingout effect. Such liquid-liquid equilibria (LLE) affect the gas/particle partitioning of the different semivolatile co...

Journal: :Proceedings of the National Academy of Sciences of the United States of America 2002
Onofrio Annunziata Neer Asherie Aleksey Lomakin Jayanti Pande Olutayo Ogun George B Benedek

We have studied the effect of polyethylene glycol (PEG) on the liquid-liquid phase separation (LLPS) of aqueous solutions of bovine gammaD-crystallin (gammaD), a protein in the eye lens. We observe that the phase separation temperature increases with both PEG concentration and PEG molecular weight. PEG partitioning, which is the difference between the PEG concentration in the two coexisting pha...

Experimental determination of solubility and ternary phase diagram of chiral compound are of tedious and time consuming tasks, and in many cases, there is not enough experimental data for different enantiomeric compositions to access the experimental ternary phase diagram. Using thermodynamic models with predictive capability, having less dependency on experimental data, affords a great advanta...

Journal: :Tetsu To Hagane-journal of The Iron and Steel Institute of Japan 2023

To clarify the effect of alloying elements (M) on grain boundary segregation behavior boron (B) and carbon (C) in α-iron, B, C was evaluated thermodynamically for Fe–B–1.0 at.%M Fe–C–1.0 ternary systems (M: Al, Ti, V, Cr, Mn, Nb, Mo) using parallel tangent law proposed by Hillert. In this calculation, Gibbs energies liquid phase Fe–B–M Fe–C–M were applied to those boundaries. According calculat...

2006
Murray R. Bremner Luiz A. Peresi

We consider two analogues of associativity for ternary algebras: total and partial associativity. Using the corresponding ternary associators, we define ternary analogues of alternative and assosymmetric algebras. On any ternary algebra the alternating sum [a, b, c] = abc − acb − bac + bca + cab − cba (the ternary analogue of the Lie bracket) defines a structure of an anticommutative ternary al...

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