Template:Infobox combinatorial classes/doc

Usage
The Template:infobox combinatorial classes generates a right-hand side infobox, based on the specified parameters. To use this template, copy the following code in your article and fill in as appropriate:

Parameters

 * name — Name at the top of the infobox; should be the name of the sequence, without the word sequence. (e.g. "Fibonnacci", "Factorials")
 * notation — How the sequence (or its $$n$$-th element) is usually denoted. For example, $$n!$$ for the sequence of factorials.
 * parameters — parameters of the sequence family.
 * support — Where the sequence is defined and non-zero. (e.g. it is the place to state that a sequence has only value at even position, or at prime positions.)
 * nth element — The place to give the exact value of the $$n$$-th element of the sequence. (e.g. for fibonnaci number, it would be $$\frac{1}{\sqrt5}\left(\left(\frac{1+\sqrt 5}{2}\right)^n+\left(\frac{1-\sqrt 5}{2}\right)^n\right)$$)
 * asymptotic — A function with the same domain than the sequence, which is asymptotically equivalent to it. (e.g. for fibonnaci number, it would be $$\frac{1}{\sqrt5}\left(\left(\frac{1+\sqrt 5}{2}\right)^n\right)$$)
 * OGF, EGF, PGF, LS, BS, DGF, PSGF are defined as in the page Generating function
 * OGF radius, EGF radius, PGF radius, LS radius, BS radius, DGF radius, PSGF radius the radius of the previously defined functions

TemplateData
{	"params": { "box_width": {}, "name": { "label": "Name", "description": "Name at the top of the infobox; should be the name of the sequence, without the word sequence", "example": "Fibonnacci" },		"notation": {}, "intro": {}, "parameters": {}, "support": { "description": "Where the sequence is defined and non-zero.", "example": "The even numbers. The prime numbers" },		"nth element": {}, "asymptotic": { "description": "A function with the same domain than the sequence, which is asymptotically equivalent to it.", "example": "$$\\frac{1}{\\sqrt5}\\left(\\left(\\frac{1+\\sqrt 5}{2}\\right)^n\\right)$$ for Fibonnacci" },		"OGF": { "description": "The ordinary generating function of the sequence" },		"radius_OGF": { "label": "its radius", "description": "radius of convergence of the OGF", "example": "1", "type": "number" },		"EGF": { "description": "The exponential generating function of the sequence" },		"radius_EGF": { "description": "the radius of convergence of the EGF" },		"PGF": { "description": "The poisson generating function of the sequence" },		"radius_PGF": { "description": "the radius of convergence of the PGF" },		"LS": { "description": "The Lambert series of the sequence" },		"radius_LS": { "description": "the radius of convergence of the LS" },		"BS": { "description": "The Bell series of the sequence" },		"radius_BS": { "description": "the radius of convergence of the BS" },		"DGF": { "description": "The Dirichlet series generating functions of the sequence" },		"radius_DGF": { "description": "the radius of convergence of the DGF" },		"PSGF": { "description": "The Polynomial Sequence Generating Function of the sequence" },		"radius_PSGF": { "description": "the radius of convergence of the PSGF" }	},	"format": "inline" }