By J. Kuben, J.Vosmanský

**Read or Download Equadiff 10: Czechoslovak international conference on differential equations and their applications, Prague, August 27-31, 2001 : papers PDF**

**Similar international books**

Cellular details structures II presents a set of study at the making plans, research, layout, development, amendment, implementation, usage, evaluate, and administration of cellular info platforms. The articles concentrate on the consequences of this study on the earth of trade, and deal with technical matters and constraints on cellular info platforms functionalities and layout.

**International Assessment of Research and Development in Simulation-Based Engineering and Science **

Simulation-Based Engineering and technological know-how (Sbe&S) cuts throughout disciplines, exhibiting great promise in parts from typhoon prediction and weather modeling to realizing the mind and the habit of various different complicated structures. during this groundbreaking quantity, 9 special leaders check the newest examine traits, because of fifty two website visits in Europe and Asia and hundreds of thousands of hours of professional interviews, and speak about the consequences in their findings for the USA executive.

This e-book constitutes the refereed lawsuits of the 1st overseas convention on Interactive Theorem proving, ITP 2010, held in Edinburgh, united kingdom, in July 2010. The 33 revised complete papers awarded have been rigorously reviewed and chosen from seventy four submissions. The papers are prepared in themes akin to counterexample iteration, hybrid approach verification, translations from one formalism to a different, and cooperation among instruments.

- Boreal Forests and Global Change: Peer-reviewed manuscripts selected from the International Boreal Forest Research Association Conference, held in Saskatoon, Saskatchewan, Canada, September 25–30, 1994
- Yearbook of International Humanitarian Law 2011 - Volume 14
- Irrigation and Agricultural Development: Based on an International Expert Consultation, Baghdad, Iraq, 24 February - 1 March 1979
- International Management and International Relations: A Critical Perspective from Latin America (Routledge Series in Management, Organisation and Society)
- Rotatoria: Proceedings of the 2nd International Rotifer Symposium held at Gent, September 17–21, 1979
- Proceedings of the Sixth International Conference on Management Science and Engineering Management: Focused on Electrical and Information Technology

**Additional info for Equadiff 10: Czechoslovak international conference on differential equations and their applications, Prague, August 27-31, 2001 : papers**

**Sample text**

The existence condition includes the case of a function Φ − G∗ of constant sign. In particular, the result applies if max Φ < G+ or min Φ > G+ . (4) That situation has been treated by Krasnosel’skii and Mawhin [9] for perturbations of a linear oscillator. Arguing as in [9], it can be shown that, when g has a sublinear primitive, G+ = G+ = 0. Hence, if one considers, for instance, the equation x + αx+ − βx− + sin(x) = p(t) , where x+ = max{x, 0}, x− = max{−x, 0}, and α, β satisfy condition (2) with k = 1, or the equation x − 1 (x + 1) + + sin(x) = p(t) , 4(x + 1)3 4 for both of which g(x) = sin(x), it results from Theorem 1 that these equations have at least one 2π-periodic solution if the number of zeros (supposed to be simple), in [0, 2π), of the function Φ deﬁned by (3), is diﬀerent from 2.

If there exists a weak nontrivial solution of BVP −∆p u = λ|u|p−2 u in Ω, u = 0 on ∂Ω. Now we deﬁne the even functional I(u) := |∇u|p dx : W01,p (Ω) \ {0} → R, p Ω |u| dx Ω and for any k ∈ N we consider set Fk := A ⊂ {u ∈ W01,p (Ω) : u Lp (Ω) = 1} : there exists a continuous odd surjection h : S k → A , where S k represents the unit sphere in Rk . Pavel Drábek and Stephen B. Robinson proved in 1999 that for any k ∈ N the number λk := inf sup I(u) A∈Fk u∈A is an eigenvalue of −∆p . This situation is very interesting, because it is not known if this represents a complete list of eigenvalues 1 but it is known that: 1 Nobody knows how to obtain all eigenvalues of −∆p ; we only know that we have complete list of eigenvalues if N = 1 or p = 2.

S. Melnik and J. Valero theory of global attractors is not applicable. Hence, a diﬀerent approach has been considered [4,5,6,9]. A new diﬃculty appears if the solution corresponding to each initial state can be non-unique. The classical results on attractors in the autonomous and nonautonomous cases are generalized to the multivalued case in [7] and [8], respectively, with applications to evolution inclusions. In [1,2,3] the study of multivalued dynamical systems is extended to the stochastic case, generalizing in this way the results of [4,5].