Last update: Fri Mar 23 02:13:54 MDT 2018
Top |
Symbols |
Math |
A |
B |
C |
D |
E |
F |
G |
H |
I |
J |
K |
L |
M |
N |
O |
P |
Q |
R |
S |
T |
U |
V |
W |
X |
Y |
Z
BibTeX entry
@Article{BenCheikh:2011:SCO,
author = "Y. {Ben Cheikh} and N. Ben Romdhane",
title = "On $d$-symmetric classical $d$-orthogonal
polynomials",
journal = j-J-COMPUT-APPL-MATH,
volume = "236",
number = "1",
pages = "85--93",
day = "1",
month = aug,
year = "2011",
CODEN = "JCAMDI",
DOI = "https://doi.org/10.1016/j.cam.2011.03.027",
ISSN = "0377-0427 (print), 1879-1778 (electronic)",
ISSN-L = "0377-0427",
bibdate = "Sat Feb 25 13:24:33 MST 2017",
bibsource = "http://www.math.utah.edu/pub/tex/bib/jcomputapplmath2010.bib",
URL = "http://www.sciencedirect.com/science/article/pii/S0377042711001579",
acknowledgement = ack-nhfb,
fjournal = "Journal of Computational and Applied Mathematics",
journal-URL = "http://www.sciencedirect.com/science/journal/03770427",
}
Related entries
- $d$,
236(1)49
- Ben Cheikh, Y.,
236(1)74
- Cheikh, Y., Ben,
236(1)74
- classical,
233(6)1416,
233(12)3167,
235(1)74,
236(15)3817,
268(z)121
- orthogonal,
233(3)847,
233(5)1192,
233(5)1220,
233(6)1355,
233(6)1380,
233(6)1416,
233(6)1446,
233(6)1462,
233(6)1511,
233(6)1519,
233(6)1554,
233(6)1577,
233(11)2867,
234(1)283,
235(4)895,
235(4)904,
235(4)998,
235(8)1993,
236(1)1,
236(1)49,
236(4)482,
236(15)3817,
237(1)83,
237(1)403,
243(z)113,
244(z)155,
255(z)517,
256(z)16,
258(z)135,
260(z)149,
267(z)195
- polynomial,
233(3)847,
233(5)1220,
233(6)1355,
233(6)1366,
233(6)1380,
233(6)1416,
233(6)1446,
233(6)1453,
233(6)1462,
233(6)1491,
233(6)1511,
233(6)1519,
233(6)1554,
233(6)1577,
233(9)2136,
233(9)2227,
233(10)2688,
233(11)3005,
234(1)181,
234(5)1528,
234(5)1586,
234(6)1937,
235(3)660,
235(3)765,
235(3)785,
235(4)895,
235(4)904,
235(4)982,
235(4)998,
235(5)1129,
235(5)1502,
235(6)1557,
235(6)1587,
235(6)1730,
235(8)2670,
235(8)2740,
235(9)2956,
235(9)3015,
235(9)3033,
235(11)3315,
235(14)4059,
235(14)4076,
235(16)4825,
235(16)4851,
235(16)4878,
235(17)4925,
235(17)5232,
235(17)5272,
236(1)1,
236(1)7,
236(1)49,
236(1)65,
236(1)74,
236(2)196,
236(4)543,
236(4)589,
236(5)924,
236(6)1464,
236(7)1753,
236(11)2763,
236(13)3111,
236(13)3238,
236(13)3349,
236(14)3478,
236(15)3763,
236(15)3817,
237(1)83,
237(1)102,
239(z)415,
240(z)5,
240(z)42,
240(z)51,
240(z)62,
242(z)53,
243(z)28,
244(z)10,
244(z)155,
247(z)152,
249(z)133,
250(z)244,
253(z)123,
256(z)16,
256(z)219,
259(z)108,
259(z)877,
260(z)54,
260(z)258,
261(z)249,
265(z)151,
265(z)187,
265(z)220,
267(z)195,
272(z)221,
272(z)251,
272(z)276,
272(z)293,
272(z)449
- symmetric,
233(5)1298,
233(11)3030,
234(1)283,
234(4)995,
234(6)1803,
234(6)1886,
235(8)2423,
235(14)3972,
235(16)4545,
235(16)4652,
235(16)4802,
236(1)49,
236(4)482,
236(7)2037,
236(11)2883,
236(15)3556,
236(15)3654,
236(16)3880,
236(17)4348,
236(18)4925,
237(1)644,
244(z)49,
246(z)122,
250(z)217,
255(z)825,
256(z)268,
259(z)281,
260(z)236,
260(z)364,
262(z)217,
266(z)18,
266(z)52,
268(z)23,
271(z)307,
272(z)221