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- Q1567017 subject Q6103418.
- Q1567017 subject Q8234732.
- Q1567017 subject Q8482201.
- Q1567017 subject Q8735754.
- Q1567017 abstract "In mathematics, hyperfunctions are generalizations of functions, as a 'jump' from one holomorphic function to another at a boundary, and can be thought of informally as distributions of infinite order. Hyperfunctions were introduced by Mikio Sato in 1958, building upon earlier work by Grothendieck and others. In Japan, they are usually called the Sato's hyperfunctions.".
- Q1567017 wikiPageWikiLink Q1136376.
- Q1567017 wikiPageWikiLink Q1307734.
- Q1567017 wikiPageWikiLink Q1493952.
- Q1567017 wikiPageWikiLink Q170058.
- Q1567017 wikiPageWikiLink Q1876526.
- Q1567017 wikiPageWikiLink Q207476.
- Q1567017 wikiPageWikiLink Q209675.
- Q1567017 wikiPageWikiLink Q210857.
- Q1567017 wikiPageWikiLink Q3064613.
- Q1567017 wikiPageWikiLink Q322339.
- Q1567017 wikiPageWikiLink Q3258885.
- Q1567017 wikiPageWikiLink Q328998.
- Q1567017 wikiPageWikiLink Q395.
- Q1567017 wikiPageWikiLink Q5203328.
- Q1567017 wikiPageWikiLink Q556143.
- Q1567017 wikiPageWikiLink Q595298.
- Q1567017 wikiPageWikiLink Q6103418.
- Q1567017 wikiPageWikiLink Q6664297.
- Q1567017 wikiPageWikiLink Q77141.
- Q1567017 wikiPageWikiLink Q8234732.
- Q1567017 wikiPageWikiLink Q846537.
- Q1567017 wikiPageWikiLink Q8482201.
- Q1567017 wikiPageWikiLink Q865811.
- Q1567017 wikiPageWikiLink Q8735754.
- Q1567017 wikiPageWikiLink Q912058.
- Q1567017 wikiPageWikiLink Q913764.
- Q1567017 wikiPageWikiLink Q973321.
- Q1567017 comment "In mathematics, hyperfunctions are generalizations of functions, as a 'jump' from one holomorphic function to another at a boundary, and can be thought of informally as distributions of infinite order. Hyperfunctions were introduced by Mikio Sato in 1958, building upon earlier work by Grothendieck and others. In Japan, they are usually called the Sato's hyperfunctions.".
- Q1567017 label "Hyperfunction".