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Regular singular point criterion for a second-order equation
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Fuchsian differential equation
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Words: 66
Articles: 2
For
y
′′
+
P
(
z
)
y
′
+
Q
(
z
)
y
=
0
,
(119)
z
0
is a regular singular point when
(
z
−
z
0
)
P
(
z
)
and
(
z
−
z
0
)
2
Q
(
z
)
are analytic at
z
0
.
Table of contents
66
2
Regular singular point at infinity
Regular singular point criterion for a second-order equation
24
Logarithmic solution from a repeated Frobenius exponent
Regular singular point criterion for a second-order equation
25
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(6)
Fuchsian differential equation
Complex analysis
Analysis
Area of mathematics
Mathematics
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(7)
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