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xorshammer.com | ||
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ncatlab.org
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blog.paulhankin.net
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| | | | | Programming, Computer Science, Games and Other Things | |
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dominiczypen.wordpress.com
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| | | | | Let $latex \omega$ denote the first infinite cardinal - that is, the set of non-negative integers. Let $latex p_0 = 2$ be the smallest prime number, and let $latex (p_n)_{n\in\omega}$ enumerate all prime numbers in ascending order. Let $latex \mathcal{U}$ be a free ultrafilter on $latex \omega$. We consider the field $latex F = \big(\prod_{n\in\omega}\mathbb{Z}/p_n\mathbb{Z}\big)/{\mathcal... | |
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waituntilnextyear.com
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| | | 1 post published by Steve on September 21, 2020 | ||