01 - Cantor's Problem of the Cardinal Number of the Continuum

Mathematical Problems by David Hilbert
01/01/2025 4 min

Listen "01 - Cantor's Problem of the Cardinal Number of the Continuum"

Descargar episodio Ver en sitio original

Episode Synopsis

More great books at LoyalBooks.com

More episodes of the podcast Mathematical Problems by David Hilbert

00 - Introduction 02/01/2025
02 - The Compatibility of the Arithmetical Axioms 31/12/2024
03 - The Equality of the Volumes of Two Tetrahedra of Equal Bases and Equal Altitudes 30/12/2024
04 - Problem of the Straight Line as the Shortest Distance Between Two Points 29/12/2024
05 - Lie's Concept of a Continuous Group of Transformations Without the Assumption of the Differentiability of the Functions Defining the Group 28/12/2024
06 - Mathematical Treatment of the Axioms of Physics 27/12/2024
07 - Irrationality and Transcendence of Certain Numbers 26/12/2024
08 - Problems of Prime Numbers 25/12/2024
09 - Problems 9 - 11 24/12/2024
10 - Extension of Kronecker's Theorem of Abelian Fields to Any Algebraic Realm of Rationality 23/12/2024
© 2003-2026 ZARZA | AHEAD OF OUR TIME
privacy policy
In God we trust In God we trust
PreSales Questions? Click Here
or call our toll-free line at +1-888-5002068 Miami, Florida, USA