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The most important advantage of metaheuristic techniques lies in the fact that they are not limited by restrictive assumptions about the search space like continuity, existence of derivative of objective function, etc.
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He cited Aaron Copland's "Appalachian Spring" and Ornette Coleman's "Skies of America" as philosophical models, with their "joyful experience of the continuity of existence".
Hence the implication is that it is NOT the shape or other perceivable physical properties, but rather the entity's continuity of existence in time that plays a central role in the classification of entities in our knowledge systems.
This America is a metaphor for pure unrestricted creativity, the courageous exercise of will and the joyful experience of the continuity of existence.
But that is the sustaining metaphor of this superlative production in which the victims of a fearful disaster enact a needed fable about the continuity of human existence.
At the same time, his activities as an archeologist — particularly an encounter with a trove of family paintings discovered in an ancient tomb — were suggesting to him the continuity of human existence and the universality of human experience.
What divides Modest from Strong forms of continuity is the existence of directly experienced connections – James'co-consciousus transitions' – between successive stream-phases.
Section 2 is devoted to auxiliary results concerning properties of the Marchaud fractional derivatives: existence, continuity, and integral representation in terms of the higher-order function derivative.
While apps have the utility to synchronize things, they do it by busting up the continuity of my existence into nasty little pieces.
When (p=p(x in C bar{Omega})) satisfies the log-continuity condition, the existence and uniqueness of an entropy solution to problem (P) without lower order terms were proved in [12], under the assumption (fin L^{1}(Q)) and (Fequiv0).
Without demanding compactness and continuity conditions and the existence of upper and lower solutions, we study the existence, uniqueness, and iterative convergence of fixed points of a class of mixed monotone operators.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com