Axiomatic Method for
Lemma
: Möbius and Floor Functions Combined [8144]
Underlying Axioms
692: 1.1: Straight Line Determined by Two Distinct Points
694: 1.2: Circle Determined by its Center and its Radius
734: 1.3: Segment Extension
939: 1.5: Parallel Postulate
1339: Archimedean Axiom
682: Axiom of Distributivity
666: Axiom of Empty Set
551: Axiom of Extensionality
717: Axiom of Foundation
678: Axiom of Infinity
716: Axiom of Power Set
675: Axiom of Separation (Restricted Principle of Comprehension)
705: Bivalence of Truth
504: Peano Axioms
1427: Zermelo-Fraenkel Axioms
Logical Predecessors
(used in the
Proof)
Definitions:
8116: Möbius Function, Square-free
261: Sums
Theorems:
1105: Definition of Real Numbers
8107: Number of Multiples of a Given Number Less Than Another Number
8142: Sum of Möbius Function Over Divisors
Logical Successors
Theorems:
8147: Upper Bound of Harmonic Series Times Möbius Function
OK