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BibTeX entry
@Article{Kim:2007:NCE,
author = "Taekyun Kim and Seog-Hoon Rim",
title = "New {Changhee} $q$-{Euler} numbers and polynomials
associated with $p$-adic $q$-integrals",
journal = j-COMPUT-MATH-APPL,
volume = "54",
number = "4",
pages = "484--489",
month = aug,
year = "2007",
CODEN = "CMAPDK",
DOI = "https://doi.org/10.1016/j.camwa.2006.12.028",
ISSN = "0898-1221 (print), 1873-7668 (electronic)",
ISSN-L = "0898-1221",
bibdate = "Wed Mar 1 21:50:04 MST 2017",
bibsource = "http://www.math.utah.edu/pub/tex/bib/computmathappl2000.bib",
URL = "http://www.sciencedirect.com/science/article/pii/S0898122107002313",
acknowledgement = ack-nhfb,
fjournal = "Computers and Mathematics with Applications",
journal-URL = "http://www.sciencedirect.com/science/journal/08981221",
}
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39(5)227,
39(11)67,
42(6)927,
46(1)1,
46(1)57,
46(1)81,
46(1)125,
46(10)1525,
47(4)667,
48(5)913,
48(12)1811,
50(3)359,
50(5)729,
52(6)1079,
53(5)706,
53(9)1367,
53(10)1473,
54(6)793,
55(4)636,
55(4)851,
55(9)1943,
56(1)127,
56(2)530,
56(4)959,
56(9)2340,
57(1)54,
58(6)1103,
58(6)1183,
58(7)1425,
58(9)1736,
58(10)2060
- $q$,
42(3)615,
47(2)281,
56(10)2490
- associated,
44(12)1515,
46(12)1749,
49(11)1787,
51(1)41,
51(3)419,
51(9)1493,
53(7)1119,
54(5)687,
55(3)494,
55(3)535,
56(6)1643,
57(1)127,
57(2)308,
57(3)356,
57(4)571,
57(10)1659,
58(3)449
- Euler,
42(8)1069,
42(12)1597,
45(10)1673,
47(2)161,
51(6)879,
53(3)361,
56(4)898,
57(9)1432,
58(4)670,
58(11)2528
- integral,
40(10)1117,
41(1)149,
41(3)327,
41(7)835,
41(9)1125,
41(12)1521,
41(12)1579,
42(1)211,
42(6)871,
42(8)1135,
43(1)95,
43(1)207,
43(3)275,
43(3)491,
43(10)1257,
43(12)1477,
44(1)241,
44(10)1413,
45(1)391,
45(4)677,
46(2)263,
46(2)445,
46(5)685,
46(10)1741,
46(12)1847,
47(2)271,
47(2)281,
47(10)1495,
47(12)1947,
48(5)927,
48(10)1425,
49(2)271,
49(5)943,
49(9)1565,
49(9)1575,
49(11)1787,
49(11)1929,
50(3)567,
50(8)1405,
51(1)51,
51(6)1065,
52(1)55,
52(1)161,
53(1)144,
53(6)886,
53(6)940,
53(6)961,
54(1)9,
54(1)31,
54(1)45,
54(1)58,
54(2)183,
54(7)1071,
55(4)808,
56(2)367,
56(4)1032,
56(7)1748,
56(9)2175,
56(9)2340,
56(9)2411,
56(10)2490,
56(10)2676,
57(2)195,
57(3)436,
57(4)664,
57(5)821,
57(10)1609,
57(10)1651,
58(2)203,
58(4)632,
58(6)1247,
58(7)1418,
58(9)1830,
58(11)2167,
58(11)2172,
58(11)2379
- number,
39(1)209,
39(5)227,
41(5)571,
41(10)1465,
41(12)1589,
43(1)111,
43(6)833,
43(8)1035,
44(7)899,
44(10)1455,
45(1)37,
45(10)1601,
46(1)141,
46(2)502,
46(7)1047,
46(7)1065,
46(7)1155,
47(2)217,
47(8)1309,
48(5)665,
48(5)747,
48(10)1619,
48(10)1643,
49(2)331,
49(9)1439,
49(11)1669,
49(11)1731,
50(3)459,
51(3)527,
51(6)1127,
51(6)1137,
52(1)95,
52(6)1011,
52(10)1577,
53(5)831,
53(8)1206,
53(9)1455,
54(5)679,
54(6)819,
55(4)776,
55(4)788,
55(6)1189,
55(8)1670,
55(9)2033,
55(11)2623,
56(4)898,
56(9)2340,
56(11)2786,
57(1)67,
57(3)413,
57(4)677,
58(4)717,
58(5)823,
58(9)1769
- polynomial,
39(1)209,
39(3)95,
39(7)95,
40(10)1205,
41(1)1,
41(3)269,
41(3)399,
41(7)879,
41(9)1085,
41(9)1125,
41(9)1173,
41(12)1559,
42(1)57,
42(6)767,
42(6)981,
42(8)1177,
42(8)1229,
43(10)1407,
44(1)253,
44(5)607,
44(5)633,
44(8)997,
44(12)1539,
45(1)9,
45(1)229,
45(4)843,
45(10)1611,
46(5)769,
46(8)1263,
46(8)1387,
47(2)441,
47(2)447,
47(4)719,
48(3)577,
48(5)789,
48(5)833,
48(9)1299,
48(12)1811,
49(9)1515,
49(11)1669,
50(1)263,
50(3)381,
50(5)919,
50(8)1231,
50(10)1697,
51(3)527,
51(3)605,
51(3)631,
51(8)1199,
51(9)1377,
51(9)1453,
51(12)1817,
53(10)1518,
54(3)336,
54(5)679,
55(5)900,
55(6)1122,
55(6)1322,
56(1)1,
56(2)411,
56(4)1040,
56(4)1045,
56(4)1114,
56(5)1358,
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56(12)2993,
56(12)3236,
57(2)308,
57(2)332,
57(4)677,
57(10)1659,
58(1)104,
58(4)734,
58(7)1370,
58(9)1852,
58(11)2182