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Description	Skip to content neverendingbooks The monster prime graph Here’s a nice, symmetric, labeled graph: The prime numbers labelling the vertices are exactly the
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WebSite	neverendingbooks.org
Host IP	143.129.73.7
Location	Belgium

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neverendingbooks.org Valuation

US$3,205,787

Last updated: 2022-06-20 19:02:15

neverendingbooks.org has Semrush global rank of 3,301,624. neverendingbooks.org has an estimated worth of US$ 3,205,787, based on its estimated Ads revenue. neverendingbooks.org receives approximately 369,899 unique visitors each day. Its web server is located in Belgium, with IP address 143.129.73.7. According to SiteAdvisor, neverendingbooks.org is safe to visit.

Traffic & Worth Estimates

Purchase/Sale Value	US$3,205,787
Daily Ads Revenue	US$2,960
Monthly Ads Revenue	US$88,776
Yearly Ads Revenue	US$1,065,308
Daily Unique Visitors	24,660
Note: All traffic and earnings values are estimates.

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neverendingbooks.org.	A	7200	IP: 143.129.73.7
neverendingbooks.org.	NS	7200	NS Record: ns13.zoneedit.com.
neverendingbooks.org.	NS	7200	NS Record: ns17.zoneedit.com.
neverendingbooks.org.	MX	3600	MX Record: 0 mx-caprica.zoneedit.com.

HtmlToTextCheckTime:2022-06-20 19:02:15

Skip to content neverendingbooks The monster prime graph Here’s a nice, symmetric, labeled graph: The prime numbers labelling the vertices are exactly the prime divisors of the order of the largest sporadic group: the monster group $\mathbb{M}$. \[ \# \mathbb{M} = 2^{46}.3^{20}.5^9.7^6.11^2.13^3.17.19.23.29.31.41.47.59.71 \] Looking (for example) at the character table of the monster you can check that there is an edge between two primes $p$ and $q$ exactly when the monster has an element of order $p.q$. Now the fun part: this graph characterises the Monster! There is no other group $G$ having only elements of these prime orders, and only these edges for its elements of order $p.q$. This was proved by Melissa Lee and Tomasz Popiel in $\mathbb{M}, \mathbb{B}$, and $\mathbf{Co}_1$ are recognisable by their prime graphs , by using modular character theory. The proof for the Monster takes less than one page, so it’s clear that it builds on lots of previous results. There’s the work of

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neverendingbooks.org valuation and analysis