In this work, one-neutron transfer (pickup and stripping), complete incomplete fusion cross sections for the $^{9}\mathrm{Be}+^{197}\mathrm{Au}$ system were measured over a wide range of energies around Coulomb barrier by offline $\ensuremath{\gamma}$-ray detection method. Coupled-channel calculations used to determine elastic, inelastic, sections. Coupled reaction channel performed derive stri...

CD8 T cells lacking effector activity have been recovered from lymphoid organs of mice and patients with progressing tumors. We explored the basis for lack of effector activity in tumor-bearing mice by evaluating Ag presentation and CD8 T cell function in lymphoid organs over the course of tumor outgrowth. Early after tumor injection, cross-presentation by bone marrow-derived APC was necessary ...

In this work, one-neutron transfer (pickup and stripping), complete incomplete fusion cross sections for the $^{9}\mathrm{Be}+^{197}\mathrm{Au}$ system were measured over a wide range of energies around Coulomb barrier by offline $\ensuremath{\gamma}$-ray detection method. Coupled-channel calculations used to determine elastic, inelastic, sections. Coupled reaction channel performed derive stri...

A concise method of deriving expressions for Gaussian-like solutions the paraxial and wave equation (i.e. 3D d’Alembert equation) is presented. This based on Hankel transform. Choosing some Gaussian base functions with slight modifications prefactor all basic beams cylindrical character can be easily obtained. refers to Gaussian, Bessel-Gaussian, modified Laguerre–Gaussian Kummer-Gaussian (i.e....

Abstract A combined prediction model based on long short-term memory neural network (LSTM) and convolutional (CNN) is proposed in order to increase the accuracy of load. To address issue that gray wolf optimization (GWO) search process prone falling into local optimum. An improved grey algorithm (IGWO) update convergence factor using lower incomplete gamma function improve global performance. T...

let $f$ be a locally univalent function on the unit disk $u$. we consider the normalized extensions of $f$ to the euclidean unit ball $b^nsubseteqmathbb{c}^n$ given by$$phi_{n,gamma}(f)(z)=left(f(z_1),(f'(z_1))^gammahat{z}right),$$ where $gammain[0,1/2]$, $z=(z_1,hat{z})in b^n$ and$$psi_{n,beta}(f)(z)=left(f(z_1),(frac{f(z_1)}{z_1})^betahat{z}right),$$in which $betain[0,1]$, $f(z_1)neq 0$ and $...