Beschreibung
Inhaltsverzeichnis
-1. Introduction: How mathematicians solve a¿unsolvablea¿ problems.-2. Hypernumbers(Constructive definition and algebraic properties of hypernumbers, Axiomatic definition and topological properties of hypernumbers).-3. Extrafunctions and hyperdistributions.-4. How to differentiate any real function.-5. How to integrate any continuous real function. -6. Integration in infinite dimensional spaces and Feynman integral.-7. Conclusion: New opportunities.- Appendix.- References.