10 POLISH BOOKS RELATING TO «DEKRESCENT»
Discover the use of
dekrescent in the following bibliographical selection. Books relating to
dekrescent and brief extracts from same to provide context of its use in Polish literature.
1
Stability of Dynamical Systems: Continuous, Discontinuous, ...
Note that when w G G [B (r), R] (resp., w G C [Q, 1R]) is positive or negative definite, then it is also decrescent for in this case we can always find 7,01, #12 G [C such that 710ml) S |w(fI1)|S W011i) for all 77: G B(7") for some 7" > 0. On the other ...
Anthony N. Michel, Ling Hou, Derong Liu, 2008
2
Volterra Integral and Differential Equations - Strona 174
Next, in Chapters 2 and 5 we have seen examples of (a) and (b) extended to Volterra equations. For ordinary differential equations the concept of a Liapunov function being decrescent is simple, natural, and we can readily find examples.
Theodore Allen Burton, 2005
3
A Mathematical Introduction to Robotic Manipulation - Strona 183
If V(x, t) is locally positive definite and decrescent, and V(x, t) < 0 locally in x and for all t, then the origin of the system is uniformly locally stable (in the sense of Lyapunov). 3. IfV(x,t) is locally positive definite and decrescent, and — V(x,t) is ...
Richard M. Murray, Zexiang Li, S. Shankar Sastry, 1994
4
Nonlinear Systems: Analysis, Stability, and Control - Strona 189
v(x, t) = |x|*: p.df, decrescent. v(x, t) = x" Px, with P e R” > 0: p.d.f., decrescent. v(x, t) = (t + 1)|x|*: p.df v(x, t) = e 'x|*: decrescent. v(x, t) = sin” (3-2); l.pdf, decrescent. v(x, t) = e'x' Px with P not positive definite: not in any of the above classes. v(x, ...
5
Ordinary Differential Equations - Strona 199
Note that when w: R* → R [resp., B(h) – R] is positive or negative definite, then it is also decrescent, for in this case we can always find /1, /2 e K such that V1(|x|) <|w(x)|< y2(|x|) for all x = B(r) for some r > 0. On the other hand, in the case when ...
Richard K Miller, Anthony N. Michel, 2014
6
Stability of Motion - Strona 195
The function v(x, t) is called decrescent, if there exists a function p(r) of class K such that in a neighborhood of the origin and for all t > to we have v(x, t) < p(|x|). Other expressions used to characterize the property of Def. 41.4 are “v admits an ...
7
Control Theory in Physics and Other Fields of Science: ...
For this problem we need an additional requirement, namely the decrescent property of V(Y, t). The function V(Y, t) is called a decrescent if there exists another conical function &+ so that for all y and t V(Y,t)<V+(\\Y\\) (3.31) holds (Fig. 3.4).
8
Flora of the British West Indian Islands - Strona 647
Ascending or flesuose, twicc-thrice-forked with diverging branches, very leafy; leaves many-serial, flaccid-spreading (or recurved), linear-acuminate, quite eutire, fertile ones gradually, but little decrescent. — Jacq. Amer. Pict. I. 252. Radd. Fil.
9
Encyclopædia Heraldica: Or, Complete Dictionary of Heraldry
DEcoURs is a French term, and signifies what English heralds call a decrescent, the moon in its decrease or wane, which would be improperly termed a crescent, that word signifying increase: the horns of the decrescent are always turned ...
William Berry, Robert Glover, 1828
10
Encyclopaedia Heraldica Or Complete Dictionary of Heraldry
Decours is a French term, and signifies what English heralds call a decrescent, the moon in its decrease or wane, which would be improperly termed a crescent, that word signifying increase : the horns of the decrescent are always turned ...
