Tau-Dirichlet Series
where
is the Ramanujan 
conjectured that all nontrivial zeros of 
lie on theline 
.See also Tau Function
References
Spira, R. ``Calculation of the Ramanujan Tau-Dirichlet Series.'' Math. Comput. 27, 379-385, 1973. Yoshida, H. ``On Calculations of Zeros of L-Functions Related with Ramanujan's Discriminant Function on the Critical Line.'' J. Ramanujan Math. Soc. 3, 87-95, 1988.
- Monge's Problem
- Monge's Shuffle
- Monge's Theorem
- Monica Set
- Monic Polynomial
- Monkey and Coconut Problem
- Monkey Saddle
- Monochromatic Forced Triangle
- Monodromy
- Monodromy Group
- Monodromy Theorem
- Monogenic Function
- Monohedral Tiling
- Monoid
- Monomial
- Monomino
- Monomorph
- Monomorphism
- Monotone
- Monotone Decreasing
- Monotone Increasing
- Monotonic Function
- Monotonic Sequence
- Monotonic Voting
- Monster Group