In his 1887's Mitteilungen zur Lehre von Transfiniten, Cantor seeks to prove inconsistency of infinitesimals. We provide a detailed analysis of his argument from both historical and mathematical perspective. We show that while his historical analysis are questionable, the mathematical part of the argument is false
Ever since my high school days, when I worked in trigonometry with infinity, I was curious about its...
The importance of Georg Cantor’s religious convictions is often neglected in discussions of his math...
Den Mittelpunkt des folgenden Diskurses bildet ein Projekt des Neukantianers Hermann Cohen (1842-191...
In his 1887's Mitteilungen zur Lehre von Transfiniten, Cantor seeks to prove inconsistency of infini...
The mathematician Georg Cantor strongly believed in the existence of actually infinite numbers and s...
This thesis is devoted to examining Georg Cantor’s understanding of infinity and his philosophy of ...
This dissertation is a conceptual history of transfinite set theory from the earliest results until ...
The purpose of this note is to contrast a Cantorian outlook with a non-Cantorian one and to present ...
Infinity is not an easy concept. A number of difficulties that people cope with when dealing with pr...
For many centuries the predominant opinion of philosophers and mathematicians was that infinite is...
In this paper, I suggest that infinite numbers are large finite numbers, and that infinite numbers, ...
At the heart of mathematics is the quest to find patterns and order in some set of similar structures...
It can be said without fear of serious contradiction that among the notions of mathematics, none imp...
Georg Cantor was the genuine discoverer of the Mathematical Infinity, and whatever he claimed, sugge...
Thesis advisor: Patrick ByrneIn the late 19th century, Georg Cantor opened up the mathematical field...
Ever since my high school days, when I worked in trigonometry with infinity, I was curious about its...
The importance of Georg Cantor’s religious convictions is often neglected in discussions of his math...
Den Mittelpunkt des folgenden Diskurses bildet ein Projekt des Neukantianers Hermann Cohen (1842-191...
In his 1887's Mitteilungen zur Lehre von Transfiniten, Cantor seeks to prove inconsistency of infini...
The mathematician Georg Cantor strongly believed in the existence of actually infinite numbers and s...
This thesis is devoted to examining Georg Cantor’s understanding of infinity and his philosophy of ...
This dissertation is a conceptual history of transfinite set theory from the earliest results until ...
The purpose of this note is to contrast a Cantorian outlook with a non-Cantorian one and to present ...
Infinity is not an easy concept. A number of difficulties that people cope with when dealing with pr...
For many centuries the predominant opinion of philosophers and mathematicians was that infinite is...
In this paper, I suggest that infinite numbers are large finite numbers, and that infinite numbers, ...
At the heart of mathematics is the quest to find patterns and order in some set of similar structures...
It can be said without fear of serious contradiction that among the notions of mathematics, none imp...
Georg Cantor was the genuine discoverer of the Mathematical Infinity, and whatever he claimed, sugge...
Thesis advisor: Patrick ByrneIn the late 19th century, Georg Cantor opened up the mathematical field...
Ever since my high school days, when I worked in trigonometry with infinity, I was curious about its...
The importance of Georg Cantor’s religious convictions is often neglected in discussions of his math...
Den Mittelpunkt des folgenden Diskurses bildet ein Projekt des Neukantianers Hermann Cohen (1842-191...