List of things named after Bernhard Riemann
The German mathematician Bernhard Riemann (1826–1866) is the eponym of many things.
"Riemann" (by field)
- Riemann bilinear relations
 - Riemann conditions
 - Riemann form
 - Riemann function
 - Riemann–Hurwitz formula
 - Riemann matrix
 - Riemann operator
 - Riemann singularity theorem
 - Riemann surface
 - Cauchy–Riemann manifold
 - Zariski–Riemann space
 
Analysis
- Cauchy–Riemann equations
 - Riemann integral
 - Riemann invariant
 - Riemann mapping theorem
 - Riemann problem
 - Riemann solver
 - Riemann sphere
 - Riemann–Hilbert correspondence
 - Riemann–Hilbert problem
 - Riemann–Lebesgue lemma
 - Riemann–Liouville integral
 - Riemann–Roch theorem
 - Riemann–Stieltjes integral
 - Riemann series theorem
 - Riemann sum
 
Number theory
- Riemann–von Mangoldt formula
 - Riemann hypothesis
 - Riemann theta function
 - Riemann Xi function
 - Riemann zeta function
 - Riemann–Siegel formula
 - Riemann–Siegel theta function
 
Physics
- Free Riemann gas also called primon gas
 - Riemann invariant
 - Riemann–Cartan geometry
 - Riemann–Silberstein vector
 - Riemann-Lebovitz formulation
 - Riemann curvature tensor also called Riemann tensor
 - Riemann tensor (general relativity)
 
Riemannian
- Pseudo-Riemannian manifold
 - Riemannian bundle metric
 - Riemannian circle
 - Riemannian cobordism
 - Riemannian connection
 - Riemannian connection on a surface
 - Riemannian cubic
 - Riemannian cubic polynomials
 - Riemannian foliation
 - Riemannian geometry
 - Riemannian graph
 - Riemannian group
 - Riemannian holonomy
 - Riemannian manifold also called Riemannian space
 - Riemannian metric tensor
 - Riemannian Penrose inequality
 - Riemannian polyhedron
 - Riemannian singular value decomposition
 - Riemannian submanifold
 - Riemannian submersion
 - Riemannian volume form
 - Riemannian wavefield extrapolation
 - Sub-Riemannian manifold
 - Riemannian symmetric space
 
Riemann's
- Riemann's differential equation
 - Riemann's existence theorem
 - Riemann's explicit formula
 - Riemann's minimal surface
 - Riemann's theorem on removable singularities