Centered polyhedral number
The centered polyhedral numbers are a class of figurate numbers, each formed by a central dot, surrounded by polyhedral layers with a constant number of edges. The length of the edges increases by one in each additional layer.
Examples
- Centered tetrahedral numbers
- Centered cube numbers
- Centered octahedral numbers
- Centered dodecahedral numbers
- Centered icosahedral numbers
- Stella octangula numbers
References
- Deza, Elena; Deza, Michel (2012). Figurate Numbers. Singapore: World Scientific Publishing. p. 120. ISBN 978-981-4355-48-3.
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Classes of natural numbers
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Of the form a × 2b ± 1 | |
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Other polynomial numbers | |
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Recursively defined numbers | |
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Possessing a specific set of other numbers | |
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Expressible via specific sums | |
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Combinatorial numbers | |
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Numeral system-dependent numbers | |||||||||||||||||||||
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Generated via a sieve | |
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- Mathematics portal
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