Cancer subtypes identification is one of the critical steps toward advancing personalized anti-cancerous therapies. Accumulation of a massive amount of multi-platform omics data measured across the ...

This paper presents recursive formulas which admit simultaneous tests of stability and evaluation of quadratic loss functions for linear discrete-time dynamical systems. The method admits a ...

ABSTRACT: A systematization for the manipulations and calculations involving divergent (or not) Feynman integrals, typical of the one loop perturbative solutions of Quantum Field Theory, is proposed.

This document provides a convenient quick reference for the recursion formulas used to construct the generators for power series operations. All but the last two are taken directly from the McIlroy ...

Abstract: Multi-omics data provides an opportunity to develop an integrative computational method to identify clinically important cancer subtypes by looking into different omic-views simultaneously.

A convenient formalism is developed for the evaluation of atomic integrals composed of a hybrid Gaussian type function and plane-wave (GTF-PW) basis set, based upon the recursion scheme proposed by ...

Abstract: The effects of integration intervals on recursive rms value and power measurement in the presence of nonsinusoidal conditions are considered. The presence of time measurement intervals of ...

Proceedings of the American Mathematical Society, Vol. 140, No. 11 (NOVEMBER 2012), pp. 3749-3760 (12 pages) In this paper, we will give a recursion formula for double Hurwitz numbers by the cut-join ...