The elementary particles are modeled as harmonic oscillator excitations of transverse U(1) gauge fields propagating at v = c, with open and closed string-like propagation paths. One, two and three node states represent the leptons, bosons, and quarks. We incorporate a twist (θ) for the gauge field components which rotate counterclockwise (L) for the electron, yielding a chiral model. Theta incr...

In this paper, we present an Edwards model for elliptic curves which is de ned over any perfect eld and in particular over nite elds. This Edwards model is birationally equivalent to the well known Edwards model over non-binary elds and is ordinary over binary elds. For this, we use theta functions of level four to obtain an intermediate model that we call a level 4 theta model. This model enab...

A generalized theory of the steady-state voltammetric response of a microelectrode in the absence of supporting electrolyte and for any values of diffusion coefficients of the substrate and the product of an electrode process is presented. The treatment applies to any reasonable combination of the charge numbers of the substrate, its counterion, and the product. A way to incorporate the activat...

In recent years, many network perturbation techniques, such as topological perturbations and service perturbations, were employed to study and improve the robustness of complex networks. However, there is no general way to evaluate the network robustness. In this paper, we propose a global measure for a network, the reconstructability coefficient theta , defined as the maximum number of eigenva...

In this paper, we derive some branched continued fraction representations for the ratios of Horn's confluent function $\mathrm{H}_6.$ The method employed is a two-dimensional generalization classical constructing Gaussian fraction. We establish estimates rate convergence expansions in region $\Omega$ (here, domain (open connected set) together with all, part or none its boundary). It also prove...

Thymocytes from normal mice strains as well as from genetically determined stem cell defective W/Wv anemic mice were cocultured with syngeneic (or congeneic) bone marrow cells. We assayed these cocultures for the proliferation of erythroid progenitor cell types (BFU-E and CFU-E) using the plasma clot technique. Results indicate that when concentrations of thymocytes were lower than bone marrow ...

Thymocytes from normal mice strains as well as from genetically determined stem cell defective W/WV anemic mice were cocultured with syngeneic (or congeneic) bone marrow cells. We assayed these cocultures for the proliferation of erythroid progenitor cell types (BFU-E and CFU-E) using the plasma clot technique. Results indicate that when concentrations of thymocytes were lower than bone marrow ...

In a recent work (hep-th/9805198) we argued that a certain matrix quantum mechanics may describe ’t Hooft’s monopoles which emerge in QCD when the theory is projected to its maximal Abelian subgroup. In this note we find further evidence which supports this interpretation. We study the theory with a non-zero theta-term. In this case, ’t Hooft’s QCD monopoles become dyons since they acquire elec...

It is well known that the magnetic anisotropy in a compressively strained Mn-doped GaAs film changes from perpendicular to parallel with increasing hole concentration p. We study this reorientation transition at T=0 in a quantum well with delta-doped Mn impurities. With increasing p, the angle theta that minimizes the energy E increases continuously from 0 (perpendicular anisotropy) to pi/2 (pa...