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| rdfs:label | |
| rdfs:comment | - The asankhyeya (also called asaṃkhyeya) is a number described in Buddhist texts that is equal to \(10^{140}\), or 1 followed by 140 zeroes. It is pronounced Asougi in Japanese where it is equal to \(10^{56}\), and means "innumerable". The Avatamsaka Sutra gives an alternate description of Asankhyeya as \(10^{7 imes2^{103}}\), defining a series of numbers that are squares of each other starting with one koti equalling \(10^7\), one koti kotis making an ayuta (\(10^{14}\)), one ayuta ayutas making a nayuta (\(10^{28}\)), and so on, with Asankhyeya being the 104th number in this chain.
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| dbkwik:googology/property/wikiPageUsesTemplate | |
| abstract | - The asankhyeya (also called asaṃkhyeya) is a number described in Buddhist texts that is equal to \(10^{140}\), or 1 followed by 140 zeroes. It is pronounced Asougi in Japanese where it is equal to \(10^{56}\), and means "innumerable". The Avatamsaka Sutra gives an alternate description of Asankhyeya as \(10^{7 imes2^{103}}\), defining a series of numbers that are squares of each other starting with one koti equalling \(10^7\), one koti kotis making an ayuta (\(10^{14}\)), one ayuta ayutas making a nayuta (\(10^{28}\)), and so on, with Asankhyeya being the 104th number in this chain.
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