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文献信息
Advances in Calculus of Variations publishes high quality original research focusing on that part of calculus of variation and related applications which combines tools and methods from partial differential equations with geometrical techniques.
Partial DerivativeHOlder ContinuityHeisenberg GroupMetric Measure SpacesPartial RegularityIsoperimetric InequalityMetric MeasureDirichlet EnergyHigher IntegrabilityMeasure SpaceEuler-Lagrange EquationFree BoundaryEnergy FunctionalMetric SpacesMean Curvature FlowBV FunctionsMinimal SurfacesHausdorff MeasureGrowth ConditionsWeak Lower Semicontinuity
vol.18 (2025)
vol.17 (2024)
vol.16 (2023)
vol.15 (2022)
vol.14 (2021)
vol.13 (2020)
vol.12 (2019)
vol.11 (2018)
vol.10 (2017)
vol.9 (2016)
vol.8 (2015)
vol.7 (2014)
vol.6 (2013)
vol.5 (2012)
vol.4 (2011)
vol.3 (2010)
vol.2 (2009)
vol.1 (2008)