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International Scholarly Research Notices
/
2012
/
Article
/
Tab 6
/
Research Article
Zeros of the Exceptional Laguerre and Jacobi Polynomials
Table 6
Same as Table
5
for J2 Jacobi polynomials with
𝑔
=
3
,
ℎ
=
4
, and
ℓ
=
5
.
𝜉
𝑘
(
ℓ
)
:
1
.
1
9
1
8
8
±
1
.
8
5
2
5
6
𝑖
2
.
3
8
8
5
1
±
1
.
2
1
4
1
6
𝑖
2.83923
𝑛
=
0
1
.
1
9
1
8
8
±
1
.
8
5
2
5
6
𝑖
2
.
3
8
8
5
1
±
1
.
2
1
4
1
6
𝑖
2.83923
10
1
.
1
1
8
5
6
±
1
.
6
8
6
6
0
𝑖
2
.
2
2
9
7
9
±
1
.
1
1
0
2
1
𝑖
2.64753
20
1
.
0
9
9
3
6
±
1
.
6
4
8
5
1
𝑖
2
.
1
8
9
9
8
±
1
.
0
8
6
0
0
𝑖
2.59983
𝜂
𝑘
(
ℓ
,
𝑛
)
:
30
1
.
0
9
0
4
1
±
1
.
6
3
1
1
0
𝑖
2
.
1
7
1
5
1
±
1
.
0
7
4
9
1
𝑖
2.57771
40
1
.
0
8
5
2
2
±
1
.
6
2
1
0
6
𝑖
2
.
1
6
0
8
1
±
1
.
0
6
8
5
2
𝑖
2.56490
50
1
.
0
8
1
8
4
±
1
.
6
1
4
5
3
𝑖
2
.
1
5
3
8
2
±
1
.
0
6
4
3
6
𝑖
2.55654
60
1
.
0
7
9
4
5
±
1
.
6
0
9
9
3
𝑖
2
.
1
4
8
9
0
±
1
.
0
6
1
4
3
𝑖
2.55066
𝜉
𝑘
(
ℓ
)
:
1
.
0
6
5
6
6
±
1
.
5
8
3
3
9
𝑖
2
.
1
2
0
4
7
±
1
.
0
4
4
5
2
𝑖
2.51663
