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Jahrhundert]</mods:dateIssued></mods:originInfo><mods:originInfo><mods:place><mods:placeTerm type="text">Giessen</mods:placeTerm></mods:place><mods:publisher>Universitätsbibliothek</mods:publisher><mods:dateIssued encoding="w3cdtf">2022</mods:dateIssued><mods:dateIssued qualifier="inferred">[2022]</mods:dateIssued><mods:edition>[Electronic ed.]</mods:edition></mods:originInfo><mods:language><mods:languageTerm authority="iso639-2b" type="code">ger</mods:languageTerm></mods:language><mods:physicalDescription><mods:extent>I Blatt, 90 Seiten, III Blätter, 56 Seiten, 6 Blätter, 36 Seiten ; Beschreibstoff: Papier ; 20,75 x 17 cm</mods:extent><mods:note>Illustrationen (Formeln)</mods:note></mods:physicalDescription><mods:note type="statement of responsibility">ausgearbeitet von Eugen Netto</mods:note><mods:note type="citation/reference">Inventar der Handschriften der Universitätsbibliothek Gießen Neue Folge, (1953ff.)</mods:note><mods:note>Enthält (1):„Abelsche Functionen II.“ (Rückenschildchen). 90 Seiten</mods:note><mods:note>Enthält (2):„Hyperelliptische Functionen. [nach] Weierstraß.“ - stenographiert. 56 Seiten. Papier stark gebräunt.</mods:note><mods:note>Enthält (3): Stenographische Ausarbeitung unklaren Themas nach Weierstraß. - 5 Blätter. Papier stark gebräunt.</mods:note><mods:note>Enthält (4):„Bestimmung der Normalform der algebraischen Gebilde für die Fälle ρ = 1,2,3. Nach Ausarbeitung von E[nno] Jürgens [Mathematiker, 1849-1907]. 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