This document gives an overview of the Next Steps in Signaling (NSIS) framework and protocol suite created by the NSIS Working Group during the period of 2001-2010. It also includes suggestions on how the industry can make use of the new protocols and how the community can exploit the extensibility of both the framework and existing protocols to address future signaling needs.

This document gives an overview of the Next Steps in Signaling (NSIS) framework and protocol suite created by the NSIS Working Group during the period of 2001-2010. It also includes suggestions on how the industry can make use of the new protocols and how the community can exploit the extensibility of both the framework and existing protocols to address future signaling needs.

This threats document provides a detailed analysis of the security threats relevant to the Next Steps in Signaling (NSIS) protocol suite. It calls attention to, and helps with the understanding of, various security considerations in the NSIS Requirements, Framework, and Protocol proposals. This document does not describe vulnerabilities of specific parts of the NSIS protocol suite.

ENWEndNote BIBJabRef, Mendeley RISPapers, Reference Manager, RefWorks, Zotero AMA Kuźmicz IE, Sraga J, Byczek et al. The impact of the COVID-19 pandemic on motivation for choosing nursing studies. Nursing Problems / Problemy Pielęgniarstwa. 2022;30(1):6-10. doi:10.5114/ppiel.2022.119953. APA Kuźmicz, I. E., Sraga, J., Byczek, Kochman, K., Polak, & Białokoz, K. (2022). Pielęgniarstwa, 30(1), 6-1...

Recently, important contributions on convergence studies of conjugate gradient methods have been made by Gilbert and Nocedal 6]. They introduce a \suucient descent condition" to establish global convergence results, whereas this condition is not needed in the convergence analyses of Newton and quasi-Newton methods, 6] hints that the suucient descent condition, which was enforced by their two-st...

Based on an eigenvalue analysis, a new proof for the sufficient descent property of the modified Polak-Ribière-Polyak conjugate gradient method proposed by Yu et al. is presented.