Grimmer, R. C. and Haddock, J. R., Stability of bounded and unbounded sets for ordinary differential equations, Ann. Mat. Pura Appl., 99 (1974), 143-153.R. C. GRIMMER AND J. R. HADDOCK, Stability of bounded and unbounded sets for ordinary differential equations, Ann. Mat. Pwa Appl...
Deciding whether two n-point sets A, B 鈭 R~d are congruent is a fundamental problem in geometric pattern matching. When the dimension d is unbounded, the ... S Cabello,P Giannopoulos,C Knauer - International Workshop on Parameterized & Exact Computation Zurich 被引量: 0发表: 2006年 ...
Minimal and maximal Unbounded values can be replaced by their equivalent if it exists. Simplifying adjacent bounds of discrete sets cannot be detected and automated in the generic intersection code. An example for each can be given when T is u32. First, we can have both segments S1 = (Unbou...
unbounded adjective unlimited, endless, infinite, limitless, vast, absolute, lavish, uncontrolled, unchecked, boundless, unbridled, unrestrained, immeasurable, unconstrained an unbounded capacity to imitate and adopt the new limited, bounded, restricted, confined, curbed, constrained Collins Thesaurus of the...
Zelik, "Attractors for dissipative partial differential equations in bounded and unbounded do- mains". In: C. M. Dafermos, M. Pokorny, eds., Handbook of Differential Equations: Evolutionary Equations, vol. 4, Amsterdam: North-Holland, 2008. [20] V. Pata, S. Zelik, Smooth attractors for ...
The answer is yes. By definition an unbounded sequence is a sequence that it is not bounded. Upvote • 0 Downvote Add comment Still looking for help? Get the right answer, fast. Ask a question for free Get a free answer to a quick problem. Most questions answered ...
Hamiltonian systemUnbounded dynamicsCompact invariant setPolytopeNonchaoticity•Unbounded dynamics is stated in case of negative curvature.•Domain with unbounded dynamics is got in case of positive curvature.•Localization polytope for compact invariant sets is computed.•One two dimensional invariant...
In such a situation, the core may be unbounded, and one has to select a bounded part of the core as a solution concept. The restricted core is obtained by imposing equality constraints in the core for sets belonging to so-called normal collections, resulting (if nonempty) in the selection...
The general definition and theorems are useful when we use the weak topology of a ball in a separable Hilbert space or when functions are defined on unbounded domains and we use the topology generated by convergence on bounded subdomains of the unbounded domain (for example, such topology is wi...
The fixed point property and unbounded sets in Hilbert space it is sufficient to assume that T moves some point in a bounded direction, i.e., that the set G = G(x,Tx) C3 K be nonempty and bounded for ... WO Ray - 《Trans.amer.math.soc》 被引量: 61发表: 1980年 Characterizing ...