This is a documentation subpage for Template:Infobox integer sequence. It may contain usage information, categories and other content that is not part of the original template page.

This template is designed for articles about integer sequences.

Copy 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             = 
}}

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

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: 2^43112609 - 1

OEIS_name

name (descriptive label) OEIS has for the OEIS sequecnce.

Example: Circular primes (numbers that remain prime under cyclic shifts of digits)

For 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.

• {{Series (mathematics)}}
• {{Cite OEIS}}
• Category:Integer sequences (236)