Schliessen
Publizieren
Besondere Sammlungen
Digitalisierungsservice
Hilfe
Impressum
Datenschutz
Detailsuche
Schnellsuche:
OK
Titel
Titel
Inhalt
Inhalt
Seite
Seite
Im Werk suchen
Erdős Sieves and Dynamics
7. Spectrum and Equivalence of Dynamical Systems
7.3. Spectrum Computation
1. Introduction
2. Preliminaries
2.1. Ideals in Number Fields
2.2. Dynamical Systems
3. Sieves and R-free numbers
3.1. Shift Spaces
3.2. Density of R-free numbers
4. Topological Dynamical Systems
5. Sieves with Light Tails
5.1. Repeated Patterns in FR
5.2. Sieves with Strong Light Tails
5.3. Weak and Strong Light Tails
6. A Theory of Sieves
6.1. Minimal Sieves
6.2. Union of Sieves
7. Spectrum and Equivalence of Dynamical Systems
7.1. Equality of Dynamical Systems
7.2. Isomorphisms of Dynamical Systems
7.3. Spectrum Computation
8. XR and R
9. Applications to Number Theory
9.1. Infinite Patterns in FR
9.2. Squarefree Values of Polynomials
9.3. Ergodic Prime Number Theorem for R-free Numbers
References
Index
Dissertation
Erdős Sieves and Dynamics / Francisco Araújo ; supervisor: Prof. Dr. Jürgen Klüners
Entstehung
Paderborn
2026
JPEG-Download
verfügbare Breiten
JPEG groß
JPEG original
Seiten an
Seiten aus
