@techreport{2d217adbafef4a8c8a0e627bb94cc338,

title = "Self-improving phenomena in the calculus of variations on metric spaces",

keywords = "BMO function, Caccioppoli inequality, capacity, doubling measure, Gehring lemma, geodesic space, global integrability, higher integrability, H{\"o}lder domain, metric space, Muckenhoupt weight, Newtonian space, p-fatness, Poincar{\'e} inequality, quasiminimizer, reverse H{\"o}lder inequality, superharmonic function, BMO function, Caccioppoli inequality, capacity, doubling measure, Gehring lemma, geodesic space, global integrability, higher integrability, H{\"o}lder domain, metric space, Muckenhoupt weight, Newtonian space, p-fatness, Poincar{\'e} inequality, quasiminimizer, reverse H{\"o}lder inequality, superharmonic function, BMO function, Caccioppoli inequality, capacity, doubling measure, Gehring lemma, geodesic space, global integrability, higher integrability, H{\"o}lder domain, metric space, Muckenhoupt weight, Newtonian space, p-fatness, Poincar{\'e} inequality, quasiminimizer, reverse H{\"o}lder inequality, superharmonic function",

author = "Maasalo, {Outi Elina}",

year = "2008",

language = "English",

isbn = "978-951-22-9269-1",

series = "Helsinki University of Technology, Institute of Mathematics, Research Report",

number = "A543",

pages = "22",

type = "WorkingPaper",

}