| Named after | {{{named_after}}} |
|---|---|
| Publication year | {{{publication_year}}} |
| Author of publication | {{{author}}} |
| No. of known terms | {{{terms_number}}} |
| Conjectured no. of terms | {{{con_number}}} |
| Total no. of terms | {{{number}}} |
| Subsequence of | {{{parentsequence}}} |
| Formula | {{{formula}}} |
| First terms | {{{first_terms}}} |
| Largest known term | {{{largest_known_term}}} |
| OEIS index |
|
| References: {{{footnotes}}} | |
This template is designed for articles about integer sequences.
Usage
editCopy and paste a blank version to use.
{{Infobox integer sequence
| image =
| image_size =
| alt =
| caption =
| named_after =
| publication_year =
| author =
| terms_number =
| con_number =
| number =
| parentsequence =
| formula =
| first_terms =
| largest_known_term =
| OEIS =
| OEIS_name =
}}
Parameters
editRequired parameters
edit- named_after
- Name of the person or object the sequence is named after including a wikilink to corresponding article (include a brief explanation if necessary)
Example: Arthur Wieferich
- publication_year
- Year of first publication of this sequence.
Example: 1909
- author
- Name of the author / names of the authors of first publication.
Example: Wieferich, A.
- terms_number
- The number of members of this sequence currently known.
Example: 2
- OEIS
- Index under which the sequence is listed in the On-Line Encyclopedia of Integer Sequences.
Example: A001220
Optional parameters
edit- con_number
- to give the total number of terms of this sequence if this number is only conjectured for this sequence
Example: Infinite
- number
- to give the total number of terms of this sequence if this number has been proven for this sequence
Example: Infinite
- parentsequence
- to give the name of sequences the sequence is a subsequence of
Example: Mersenne numbers (in the case of the article on Mersenne primes)
- formula
- a simple expression to generate the sequence
Example: 2n-1 to generate Mersenne numbers
- first_terms
- lists some known small terms of the sequence
Example: 3, 7, 31, 127
- largest_known_term
- the largest term of this sequence currently known
Example: 243112609 - 1
- OEIS_name
- name (descriptive label) OEIS has for the OEIS sequecnce.
Example: Circular primes (numbers that remain prime under cyclic shifts of digits)
Image parameters
editFor further details see Template:Infobox person/doc
- image
- abc.jpg, xpz.png, 123.gif, etc.
- image_size
- This parameter should not normally need to be set.
- alt
- Alt text for image, for visually impaired readers. See WP:ALT.
- caption
- Caption for image, if needed.
See also
edit- {{Series (mathematics)}}
- {{Cite OEIS}}
- Category:Integer sequences (230)