Article Bölling, Reinhard; (2005)
Ein aufgefundener früher Brief Kummers am Beginn seiner Korrespondenz mit Jacobi

Article Pieper, Herbert; (1988)
Urteile C.G.J. Jacobis über den Mathematiker E.E. Kummer

Article Corry, Leo; (2010)
Hunting Prime Numbers---From Human to Electronic Computers

Article Biermann, Kurt-R.; (1985)
Kontroversen um den Steiner-Preis und ihre Folgen: Ein Kapitel aus den Beziehungen zwischen Weierstrass und Kronecker

Chapter Jacqueline Boniface; (2016)
Kummer's Generalization of Arithmetical Properties as Applied to Certain Complex Numbers

Chapter Bölling, Reinhard; (1997)
Kummer vor der Erfindung der “idealen complexen Zahlen”: Das Jahr 1844

Article Soublin, Jean-Pierre; (1984)
Préhistoire des idéaux

Article Edwards, Harold M.; (1975)
The background of Kummer's proof of Fermat's last theorem for regular primes

Chapter Neumann, Olaf; (1981)
Über die Anstösse zu Kummers Schöpfung der “idealen complexen Zahlen”

Article Avigad, Jeremy; Morris, Rebecca; (2014)
The Concept of “Character” in Dirichlet's Theorem on Primes in an Arithmetic Progression

Article Garding, Lars; (1979)
The Dirichlet problem

Article Medvedev, F. A.; (1975)
Ob opredelenii poniatiia funktsii u Lobachevskogo i Dirikhle. (The definition of function by Lobachevski and Dirichlet.)

Book Monna, A. F.; (1975)
Dirichlet's principle: A mathematical comedy of errors and its influence on the development of analysis

Chapter Petrova, Svetlana; (1992)
De l'histoire du principe variationnel de Dirichlet

Article Butzer, Paul L.; (1987)
Dirichlet and his role in the founding of mathematical physics

Article Fischer, Hans; (1994)
Dirichlet's contributions to mathematical probability theory

Article Renteln, Michael von; (1996)
Friedrich Prym (1841-1915) and his investigations of the Dirichlet problem

Book Uta C. Merzbach; (2018)
Dirichlet: A Mathematical Biography

Chapter Fraser, Craig G.; (1996)
Jacobi's Theorem (1837) in the calculus of variations and its formulations by Otto Hesse (1857): A study in the changing interpretation of mathematical theorems

Article Maria de Paz; José Ferreirós; (2020)
From Gauss to Riemann Through Jacobi: Interactions Between the Epistemologies of Geometry and Mechanics?