network performance analysismin-plus algebraNetwork calculus has successfully been deployed to derive deterministic performance bounds in packet-switching networks. Recently, the deployment of the conjugate convex or concave transforms has been proposed as dual approach to this calculus. The attractiveness ...
models of dynamics on networks4,5,6,7have been proposed to assess the influence of network structure over the temporal evolution of the activity in the system. In turn, data-driven models
In time reversal duality, pairs of networks have corresponding waveforms that are time reversed versions of each other. The relation linking a pair of generalized, nonlinear, time varying dynamical systems is derived. It is then applied to time invariant linear networks. Four types of time reversal...
摘要: This describes five articles, a doctoral dissertation, and part of a book manuscript produced under the grant in question in 1977. (Author) 关键词: Nonlinear programming Control theory Optimization Stochastic processes Networks Research management Reports Duality theory Multipliers 年份: 1978 收藏...
9 RegisterLog in Sign up with one click: Facebook Twitter Google Share on Facebook Dictionary Financial Encyclopedia Wikipedia </>embed</> duplexity biformity doubleness polarity dichotomy dualism duality noun Synonyms for duality Collins WordNet ...
Frequency Extension Technology of Network Group Attack Signal Based on Time-frequency Duality Rearrangement In the network group attack mode, extension of the group attack frequency can low attack strength. In the traditional method, time-frequency analysis of Vi... C Yi - 《Bulletin of Science &...
(LP) based two-step strategy can be employed in the analysis: • First, the minimum value we are seeking (e.g., the number of middle-stage crossbars in a Clos network or the mini- mum number of Banyan planes in a multilog network) is upper-bounded by the optimum value of a ...
The equivalence between saddle-points and optima, and duality theorems are established for a much larger class of non-smooth non-convex problems in which functions are locally Lipschitz and are satisfying invex-type conditions of Hanson ... V Jeyakumar - 《Journal of Mathematical Analysis & Appli...
The analysis and optimization of convex functions have re- ceived a great deal of attention during the last two decades. If we had to choose two key-words from these developments, we would retain the concept of ~ubdi66~e~ and the duality... Symposium on Convexity and Duality in Optimizati...
Banach space duality theory is used to characterize the solutions of a nonstandard H∞ optimization problem which is shown to be allpass in general and unique in the single-input single-output (SISO) ease. The theory leads to a numerical solution of duality and convex optimization, which...