Titlebook: Super-Food für Wissenshungrige!; Warum wir essen, was Kathrin Burger Book 2020 Springer-Verlag GmbH Deutschland, ein Teil von Springer Natu

Tamoxifen

书目名称Super-Food für Wissenshungrige!影响因子(影响力)




书目名称Super-Food für Wissenshungrige!影响因子(影响力)学科排名




书目名称Super-Food für Wissenshungrige!网络公开度




书目名称Super-Food für Wissenshungrige!网络公开度学科排名




书目名称Super-Food für Wissenshungrige!被引频次




书目名称Super-Food für Wissenshungrige!被引频次学科排名




书目名称Super-Food für Wissenshungrige!年度引用




书目名称Super-Food für Wissenshungrige!年度引用学科排名




书目名称Super-Food für Wissenshungrige!读者反馈




书目名称Super-Food für Wissenshungrige!读者反馈学科排名

frugal

Kerstin Vieringre notes of Foias, Ozbay, and Tannenbaum [3] display the power of this theory by constructing robust controllers for the problem of a flexible beam. Although controller synthesis depends heavily on the special 978-1-4612-6829-1978-1-4612-0591-3Series ISSN 0066-5452 Series E-ISSN 2196-968X

艰苦地移动

词汇记忆方法

不透明性

Kathrin Burgerhow large in the sense of the .. norm the uncertainty may be so that the feedback system is stable. This question can completely be answered and is essentially the small gain theorem (cf. Fig. 12.11, where the uncertainty Δ can be formally viewed as a controller for the “plant” ..). This result toge

BLA

Ferris Jabrized ../.. control problem is equivalent to a state-feedback generalized ../.. control problem of a suitably constructed auxiliary plant. An output feedback controller that solves the generalized ../.. synthesis problem may be readily constructed from the solution to the auxiliary state-feedback pro

MAIM

Erik Vancec methods, especially the theory of Toeplitz and skew-Toeplitz operators. The recent lecture notes of Foias, Ozbay, and Tannenbaum [3] display the power of this theory by constructing robust controllers for the problem of a flexible beam. Although controller synthesis depends heavily on the special

有限

Kathrin Burgerncertain singular systems, it has been shown that the problems of robust stability and robust stabilization are more complicated than those for state-space systems. Specifically, the robust stability problem for singular systems requires considering not only stability robustness, but also regularity

极微小

Ulrike Gebhardtce systems. Therefore, for a singular system, it is important to develop conditions which guarantee that the given singular system is not only stable but also regular and impulse-free (in the continuous case) or causal (in the discrete case). In the literature, it is reported that such conditions ca

Monolithic