nu,
z
] (188 formulas)' />
Nothing Special »
Address
:
[go:
up one dir
,
main page
]
Include Form
Remove Scripts
Accept Cookies
Show Images
Show Referer
Rotate13
Base64
Strip Meta
Strip Title
Session Cookies
LegendreP
Plotting
Evaluation
Hypergeometric Functions
LegendreP[
nu
,
z
] (188 formulas)
' width='9' height='10'/>
Primary definition (1 formula)
' width='9' height='10'/>
Specific values (21 formulas)
' width='9' height='10'/>
General characteristics (18 formulas)
' width='9' height='10'/>
Series representations (37 formulas)
' width='9' height='10'/>
Integral representations (6 formulas)
' width='9' height='10'/>
Generating functions (1 formula)
' width='9' height='10'/>
Differential equations (10 formulas)
' width='9' height='10'/>
Transformations (4 formulas)
' width='9' height='10'/>
Identities (7 formulas)
' width='9' height='10'/>
Complex characteristics (2 formulas)
' width='9' height='10'/>
Differentiation (15 formulas)
' width='9' height='10'/>
Integration (8 formulas)
' width='9' height='10'/>
Summation (9 formulas)
' width='9' height='10'/>
Operations (3 formulas)
' width='9' height='10'/>
Representations through more general functions (44 formulas)
' width='9' height='10'/>
Representations through equivalent functions (1 formula)
' width='9' height='10'/>
Zeros (1 formula)
' width='9' height='10'/>
Theorems (0 formulas)
' width='9' height='10'/>
History (0 formulas)
LegendreP[
n
,
z
]
LegendreP[
n
,
mu
,2,
z
]
LegendreP[
nu
,
mu
,
z
]
LegendreP[
nu
,
mu
,2,
z
]
LegendreP[
nu
,
mu
,3,
z
]