Book Lizhen Ji; Athanase Papadopoulos; Sumio Yamada; (2017)
From Riemann to Differential Geometry and Relativity

Book Paolo D'Isanto; (2020)
La funzione zeta di Riemann in fisica

Article Yan, Chen-guang; Deng, Ming-li; (2009)
Riemann's Idea of Geometry and its Impact on the Theory of Relativity

Article François Lê; (2020)
“Are the Genre and the Geschlecht One and the Same Number?” an Inquiry into Alfred Clebsch's Geschlecht

Article Emmylou Haffner; (2023)
Relectures et réécritures des textes de B. Riemann dans leur édition par R. Dedekind et H. Weber

Book Rockmore, Daniel Nahum; (2005)
Stalking the Riemann Hypothesis: The Quest to Find the Hidden Law of Prime Numbers

Chapter Tappenden, Jamie; (2006)
The Riemannian Background to Frege's Philosophy

Article Plotnitsky, Arkady; (2009)
Bernhard Riemann's Conceptual Mathematics and the Idea of Space

Article Banks, Erik C.; (2013)
Extension and Measurement: A Constructivist Program from Leibniz to Grassmann

Book Derbyshire, John; (2003)
Prime Obsession: Bernhard Riemann and the Greatest Unsolved Problem in Mathematics

Chapter Bottazzini, Umberto; (2003)
Complex function theory, 1780--1900

Book Sabbagh, Karl; (2002)
Dr. Riemann's Zeros: The Search for the $1 Million Solution to the Greatest Problem in Mathematics

Article Deng, Mingli; Yan, Chenguang; (2006)
The Rudiments of the Idea of Riemann for Geometry

Thesis Jenne Praeger O'Brien; (2023)
Making the Manifold Bernhard Riemann’s Habilitation Lecture, Mathematics, and German Universities

Article Wojcik, W.; (2007)
Bernard Riemann's New Philosophy Project

Article Giovanelli, Marco; (2008)
Kant, Helmholtz, Riemann und der Ursprung der geometrischen Axiome

Article Peter Simons; (2015)
Bolzano's Monadology

Essay Review Janiak, Andrew; (2011)
The Kantian Spirit: How to Resist Realism in the Philosophy of Science

Article Maslanka, K.; (2004)
Pietro Mengoli and Numerical Series: The Prehistory of Riemann's “Zeta” Function

Book de Saint-Gervais, Henri Paul; Poincaré, Henri; Klein, Christian Felix; (2010)
Uniformisation des surfaces de Riemann retour sur un théorème centenaire