Mention569500
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| so:text | Though Wallis was advanced for his times and accepted negative numbers, he thought they were larger than infinity but not less than zero. In his Arithmetica Infinitorum , he argued that since the ratio a/0, when a is positive, is infinite, then, when the denominator is changed to a negative number, as in a/b with b negative, the ratio must be greater than infinity. (en) |
| so:isPartOf | https://en.wikiquote.org/wiki/Morris_Kline |
| so:description | Mathematical Thought from Ancient to Modern Times (1972) (en) |
| qkg:hasContext | qkg:Context280682 |
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| qkg:Quotation539813 | qkg:hasMention |
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