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Uniform boundedness principle for nonlinear operators on cones of functionsPeperko, AljošaDokažemo izrek o enakomerni omejenosti za Lipschitzevo polnormo zveznih, monotonih, pozitivno homogenih in subaditivnih preslikav na primernih stožcih funkcij. Rezultat je aplikativen na precej ... razredov klasično nelinearnih operatorjev.Source: Journal of Function Spaces (Print). - ISSN 2314-8896 (Vol. 2018, 2018, str. 1-5)Type of material - article, component part ; adult, seriousPublish date - 2018Language - englishCOBISS.SI-ID - 18355289
Author
Peperko, Aljoša
Topics
Banach-Steinhausov izrek |
Banchovi prostori funkcij |
nelinearni operatorji |
nelinerna funkcionalna analiza |
sublinearne preslikave |
Lipschitzeve preslikave |
normalni stožec |
preslikave, ki ohranjajo stožce |
max-integralski operatorji |
nelinearni integralski operatorj |
Banach-Steinhaus theorem |
Banach spaces of functions |
non-linear operators |
nonlinear functional analysis |
sublinear mappings |
Lipschitz mappings |
normal cone |
cone preserving mappings |
max-kernel operators |
nonlinear integral operators
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Peperko, Aljoša | 24328 |
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