| Property | Value |
|---|
| rdfs:label | |
| rdfs:comment | - The gwgoogol is equal to k\(\cdot\)googol using hypermathematics, where k is equal to \(10^{198}\) using normal mathemathics. It can also be defined as \(\underbrace{ggg...ggg}_{100}oogol\). In normal mathematics, it is exactly \(\sum^{10^{198}-1}_{i=0}10^{100+101i}\) It is therefore somewhat bigger than \(10^{101\cdot10^{198}-1}\) using normal mathematics.
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| dcterms:subject | |
| dbkwik:googology/property/wikiPageUsesTemplate | |
| abstract | - The gwgoogol is equal to k\(\cdot\)googol using hypermathematics, where k is equal to \(10^{198}\) using normal mathemathics. It can also be defined as \(\underbrace{ggg...ggg}_{100}oogol\). In normal mathematics, it is exactly \(\sum^{10^{198}-1}_{i=0}10^{100+101i}\) It is therefore somewhat bigger than \(10^{101\cdot10^{198}-1}\) using normal mathematics.
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