MISCELLANEOUS > MOBIUS FUNCTION
Mysteries in the Mobius
In the company of the Mobius band comes the erratic but classical Mobius function 
named in honor of German mathematician
August Ferdinand Mobius in 1831. This strange yet important function has its uses in number theory and combinatorics.
In our exploration, we need to go deep into the strange world of arithmetic and hats.
The Mobius function has baffled even the most knowledgable of mathematicians. We shall look briefly into this and find out the properties and results of this function.
Franz Mertens
Quantum Field Theory
Mysteries in the Mobius
named in honor of German mathematician
August Ferdinand Mobius in 1831. This strange yet important function has its uses in number theory and combinatorics.In our exploration, we need to go deep into the strange world of arithmetic and hats.
The Mobius function has baffled even the most knowledgable of mathematicians. We shall look briefly into this and find out the properties and results of this function.
CONCEPT CONTENTS
> INTRODUCTION TO MOBIUS FUNCTION
> HAT 0
> FUNDAMENTAL THEOREM OF ARITHMETIC
> UNIQUENESS OF FACTORIZATION
> MERTENS FUNCTION
> MERTENS CONJECTURE
> IDENTITIES AND MOBIDROMES
Notable Mathematicians
August Ferdinand MobiusFranz Mertens
Important Theorems
Fundamental Theorem of Arithmetic
Applications
Subatomic particle theoryQuantum Field Theory
