Picard theorem
theorem
In complex analysis, Picard's theorem (named after Émile Picard) tells about the range of a function. In brief, they state that a flat function can't transition into a non-flat function: if a function is zero at two neighboring points (i.e. flat), then it must be zero everywhere. Alternatively: sufficiently near to a zero, a function must have non-zero values.
🔥 Top keywords: Main PageSpecial:SearchModule:Track gauge/dataSOLID (object-oriented design)Wikipedia:AboutHelp:ContentsHelp:IntroductionSpecial:RecentChangesPornhubBlackAdolf Hitler UunonaFile:ASCII-Table-wide.svgList of constituencies of the Lok SabhaList of U.S. states and territories by time zoneSchrödinger's catList of U.S. states by date of admission to the UnionFile:Sexual intercourse with internal ejaculation.webmHeera MandiList of people who have walked on the MoonDavid24-hour clockModule:Emoji/dataLawrence WongCristiano RonaldoPeriodic tableList of countries by areaUnited StatesCategory:2000s American music groupsList of U.S. statesBismillahir Rahmanir RaheemList of fruitsQueen (band)Special:MyTalkXXXTentacionWikipedia:Contact usHelp:Authority controlWikipedia:Simple talkList of countries by continentsWikipedia:Simple start