Last update: Tue Mar 5 02:05:16 MST 2019
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{Lewanowicz:2003:RFA,
author = "Stanislaw Lewanowicz",
title = "Representations for the first associated $q$-classical
orthogonal polynomials",
journal = j-J-COMPUT-APPL-MATH,
volume = "150",
number = "2",
pages = "311--327",
day = "15",
month = jan,
year = "2003",
CODEN = "JCAMDI",
ISSN = "0377-0427 (print), 1879-1778 (electronic)",
ISSN-L = "0377-0427",
bibdate = "Sat Feb 25 12:52:33 MST 2017",
bibsource = "http://www.math.utah.edu/pub/tex/bib/jcomputapplmath2000.bib",
URL = "http://www.sciencedirect.com/science/article/pii/S0377042702006684",
acknowledgement = ack-nhfb,
fjournal = "Journal of Computational and Applied Mathematics",
journal-URL = "http://www.sciencedirect.com/science/journal/03770427",
}
Related entries
- $q$,
118(1)1,
131(1)253,
133(1)151,
133(1)355,
133(1)647,
135(2)157,
136(1)99,
139(1)65,
148(2)349,
153(1)9,
153(1)259,
153(1)295,
158(2)317,
160(1)271,
160(1)297,
164(z)643
- associated,
114(1)159,
114(2)217,
115(1)419,
118(1)87,
131(1)161,
133(1)127,
133(1)253,
133(1)455,
133(1)465,
133(1)495,
148(2)419,
153(1)61,
153(1)141,
153(1)151,
153(1)181,
153(1)213,
153(1)343,
153(1)497,
156(2)265,
156(2)355,
160(1)69,
160(1)217,
171(1)39,
171(1)59
- classical,
115(1)471,
121(1)95,
121(1)313,
127(1)317,
133(1)355,
133(1)495,
135(2)197,
136(1)17,
136(1)99,
137(1)201,
151(1)171,
153(1)295,
160(1)125,
162(2)299,
163(2)381,
172(1)41
- first,
107(2)179,
114(2)275,
115(1)503,
123(1)117,
130(1)197,
130(1)385,
140(1)479,
143(2)263,
153(1)141,
155(2)389,
170(1)103
- Lewanowicz, Stanislaw,
121(1)297,
153(1)295
- orthogonal,
114(2)361,
115(1)121,
116(1)63,
118(1)311,
121(1)95,
123(1)117,
127(1)67,
127(1)121,
127(1)173,
127(1)219,
127(1)255,
127(1)297,
127(1)317,
127(1)349,
128(1)55,
131(1)457,
133(1)1,
133(1)13,
133(1)23,
133(1)47,
133(1)65,
133(1)85,
133(1)141,
133(1)171,
133(1)195,
133(1)253,
133(1)331,
133(1)355,
133(1)495,
133(1)519,
133(1)567,
133(1)623,
133(1)682,
133(1)688,
136(1)99,
136(1)149,
137(1)109,
138(2)185,
138(2)273,
139(1)75,
139(2)253,
140(1)619,
143(1)95,
146(2)361,
148(2)349,
150(1)25,
153(1)19,
153(1)79,
153(1)89,
153(1)141,
153(1)213,
153(1)283,
153(1)295,
153(1)321,
153(1)371,
153(1)487,
153(1)543,
154(2)247,
155(2)307,
156(2)253,
158(2)277,
159(2)325,
162(2)299,
164(z)175,
164(z)749,
170(2)241,
171(1)411,
172(1)41
- representation,
118(1)323,
126(1)417,
133(1)283,
135(2)225,
140(1)257,
142(2)435,
149(2)469,
160(1)191,
160(1)271,
167(1)183