Braun's Conjecture
Let 
be an Infinite Abelian Semigroup with linear order 
such that
is the unit element and 
Implies 
for 
. Define a Möbius Function 
on 
by 
and
for
, 3, .... Further suppose that 
(the true Möbius Function)for all 
. Then Braun's conjecture states that
for all
.See also Möbius Problem
References
Flath, A. and Zulauf, A. ``Does the Möbius Function Determine Multiplicative Arithmetic?'' Amer. Math. Monthly 102, 354-256, 1995.
- Permil
- Permutation
- Permutation Group
- Permutation Matrix
- Permutation Pseudotensor
- Permutation Symbol
- Permutation Tensor
- Peron Integral
- Perpendicular
- Perpendicular Bisector
- Perpendicular Foot
- Perrin Pseudoprime
- Perrin Sequence
- Perron-Frobenius Operator
- Perron-Frobenius Theorem
- Perron's Theorem
- Persistence
- Persistent Number
- Persistent Process
- Perspective
- Perspective Axis
- Perspective Center
- Perspective Collineation
- Perspective Triangles
- Perspectivity