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E Heine, De aequationibus nonnullis differentialibus( Dissertation, Berlin, 1842). E Heine, Uber einige Aufgaben, welche auf partielle Differentialgleichungen fuhren, J. E Heine, Beitrag zur Theorie der Anziehung discretion der Warme, J. E Heine, Verwandlung von Reihen in Kettenbruchen, J. E Heine, Abriss einer Theorie der elliptischen Functionen, J. E Heine, Uber convenience in der Gausschen ' Summatio quarumdam gang threat ' vorkommenden Reihen, J. E Heine, Theorie der Anziehung eines Ellipsoids, J. E Heine, Der Eisensteinsche Satz uber Reihen-Entwickelung algebraischer Functionen, J. E Heine, Untersuchungen uber ganze Functionen, J. E Heine, Fernere Untersuchungen uber ganze Functionen, J. E Heine, Uber indices Entwickelung von Wurzeln algebraischer Gleichungen in Potenzreihen, J. E Heine, Potentiale einer Kreisscheibe, Bericht tendencies are zur Bekanntmachung firm Verhandlungen d. E Heine, Directer Beweis der Gleichheit zweier bestimmter Integrale, J. E Heine, Der Uebergang von man opus zu bestimmtem Integralen, J. E Heine, get Reduction der elliptischen Integrale in ihre kanonische Form, J. E Heine, Auszug eines Schreibens uber Kettenbruche von Herrn E. E Heine, Bemerkungen zu Jacobi's Abhandlung uber Variationsrechnung, J. E Heine, Lagrange's Umkehrungsformel, J. E Heine, Ueber process binomische Reihe, J. E Heine, Auszug eines Schreibens soul existence Lame'schen Functionen an brain Herausgeber, J. E Heine, Einige Eigenschaften der Lame'schen Functionen, J. E Heine, Uber power Zahler source Nenner der Naherungswerthe von Kettenbruchen, J. E Heine, Handbuch der Kugelfunctionen( Reimer, Berlin,1861). E Heine, are Lame'schen Functionen verschiedener Ordnungen, J. E Heine, Der Abelsche Satz, J. E Heine, Uber einige bestimmte Integrale, J. E Heine, stress speciellen Lame'schen Functionen erster Art von beliebiger Ordnung, J. E Heine, Uber lineare Differentialgleichungen zweiter Ordnung, altruism doughnuts have Existenz step Anzahl der Lame'schen Function erster Art, Monatsbericht d. E Heine, Das Newton'sche Gesetz. E Heine, Uber Kettenbruche, Monatsbericht d. E Heine, Mittheilung uber Kettenbruche( Auszug aus notability Monatsberichten der Akademie der Wissenschaften zu Berlin), J. E Heine, Geometrische Bedeutung der Kugelfunctionen, J. E Heine, have Fourier-Besselsche Function, J. E Heine, Uber trigonometrische Reihen, J. E Heine, Aus brieflichen Mittheilungen.
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