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We have already the following collective fixed point theorem for arbitrary family of -convex spaces.
Those applications are concerned with general equilibrium problems like as (collective) fixed point theorems, the von Neumann-type intersection theorems, the von Neumann-type minimax theorems, the Nash-type equilibrium theorems, cyclic coincidence theorems, best approximation theorems, (quasi- variational inequasi- variational Gale-Ninequalitiesu theorem.
In Section 6, a collective fixed point theorem is deduced as a generalization of the Fan-Browder fixed point theorem.
Thus, the collective fixed costs associated with a national or global network of local market leadership positions (which in turn benefit from spreading the central fixed overhead) become a significant obstacle to new entrants.
We have the following collective fixed point theorem.
In [22], a collective fixed point theorem was reformulated to a generalization of various Fan-type intersection theorems for arbitrary number of sets with convex sections as follows.
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One instance of this line of thought is Milenko Matanovic's "Collective Fixing of the Point".
There's a safety net in almost every part of one's public and private life – health insurance, free college tuition, unions, collective bargaining, fixed work hours, etc.
If they had tried, then they should have made that clear and not brushed the matter under the carpet, whilst the media had their collective eyes fixed solely on Apple's keynote.
The dozens of young women corralled into a clearing to recite the first chapter of the Qur'an, their palms turned upwards in prayer but their collective gaze fixed mainly on the forest floor on which they sit, have, in their captors' words, been "liberated".
This imprecision did not concern him, as he was disposed to regard the 'right' set of place selections for any particular random collective as being fixed by context and not invariantly specifiable.
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CEO of Professional Science Editing for Scientists @ prosciediting.com