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BibTeX entry
@Article{Jiang:2004:MPS,
author = "Daqing Jiang and Xiaojie Xu",
title = "Multiple positive solutions to a class of singular
boundary value problems for the one-dimensional
$p$-{Laplacian}",
journal = j-COMPUT-MATH-APPL,
volume = "47",
number = "4--5",
pages = "667--681",
month = feb # "\slash " # mar,
year = "2004",
CODEN = "CMAPDK",
ISSN = "0898-1221 (print), 1873-7668 (electronic)",
ISSN-L = "0898-1221",
bibdate = "Wed Mar 1 21:49:36 MST 2017",
bibsource = "http://www.math.utah.edu/pub/tex/bib/computmathappl2000.bib",
URL = "http://www.sciencedirect.com/science/article/pii/S0898122104900545",
acknowledgement = ack-nhfb,
fjournal = "Computers and Mathematics with Applications",
journal-URL = "http://www.sciencedirect.com/science/journal/08981221",
}
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46(1)1,
46(1)57,
46(1)81,
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46(10)1525,
48(5)913,
48(12)1811,
50(3)359,
50(5)729,
52(6)1079,
53(5)706,
53(9)1367,
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55(4)636,
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56(9)2340,
57(1)54,
58(6)1103,
58(6)1183,
58(7)1425,
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- class,
39(7)81,
39(9)25,
39(12)11,
40(8)927,
41(3)505,
41(5)703,
41(7)937,
41(10)1425,
42(3)465,
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42(12)1597,
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44(5)643,
44(8)997,
44(10)1339,
44(12)1539,
45(1)69,
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46(10)1633,
47(8)1201,
47(10)1689,
48(1)85,
48(1)291,
48(3)387,
48(10)1477,
48(12)1819,
48(12)1847,
49(1)73,
49(4)575,
49(5)689,
49(5)895,
49(5)943,
49(7)1037,
49(7)1081,
49(7)1177,
49(7)1195,
50(1)145,
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51(8)1209,
51(9)1453,
51(12)1773,
52(5)625,
52(5)677,
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53(3)491,
53(9)1325,
53(11)1665,
53(11)1686,
53(12)1854,
54(4)467,
54(5)599,
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55(5)1054,
55(6)1178,
55(12)2715,
56(1)233,
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56(5)1457,
56(6)1569,
56(8)2107,
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56(10)2609,
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56(12)3046,
56(12)3130,
56(12)3181,
57(1)54,
57(2)302,
57(4)540,
57(9)1456,
57(10)1638,
57(11)1800,
58(2)203,
58(2)329,
58(2)341,
58(2)390,
58(3)449,
58(7)1408,
58(8)1662,
58(10)1911,
58(10)2035,
58(10)2069
- dimensional, one-,
36(2)31,
39(5)259,
40(8)921,
41(5)647,
41(5)689,
42(6)927,
45(1)273,
46(10)1645,
49(2)239,
50(8)1345,
51(6)915,
56(7)1808,
56(9)2175,
56(9)2382,
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41(5)563,
42(6)927,
44(3)323,
45(6)1303,
47(8)1257,
51(1)17,
51(12)1761,
52(3)375,
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- Laplacian,
40(8)985,
42(3)593,
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46(10)1525,
48(5)715,
48(5)913,
48(7)1121,
50(5)729,
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53(10)1473,
54(2)255,
54(5)709,
54(6)793,
55(4)636,
55(6)1129,
55(9)1943,
56(1)127,
56(2)530,
56(4)959,
56(12)3221,
58(1)171,
58(6)1103,
58(7)1425,
58(9)1736,
58(10)1887
- multiple,
39(7)59,
39(11)49,
40(2)231,
40(2)249,
40(6)705,
42(1)115,
42(3)333,
43(8)1153,
43(10)1239,
43(10)1451,
44(12)1503,
45(1)9,
45(12)1797,
46(8)1173,
46(8)1195,
47(2)327,
47(8)1309,
49(5)903,
51(1)17,
51(3)605,
51(5)857,
51(9)1437,
52(1)161,
52(6)1031,
52(10)1453,
54(1)1,
54(4)535,
54(9)1267,
55(3)516,
55(4)636,
55(5)1044,
55(6)1181,
55(8)1861,
55(9)2012,
55(12)2940,
56(4)959,
56(4)1025,
57(1)107,
57(4)643,
57(6)1057,
57(7)1115,
57(9)1574,
57(11)1890,
58(7)1457
- one-dimensional,
36(2)31,
39(5)259,
40(8)921,
41(5)647,
41(5)689,
42(6)927,
45(1)273,
46(10)1645,
48(5)913,
49(2)239,
50(8)1345,
51(6)915,
56(7)1808,
56(9)2175,
56(9)2382,
58(3)579
- singular,
39(3)177,
40(2)249,
41(3)327,
41(3)483,
41(5)563,
41(12)1579,
42(3)465,
42(6)927,
42(10)1331,
43(3)351,
43(3)491,
43(6)681,
44(1)111,
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44(8)1157,
44(10)1289,
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47(8)1195,
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48(5)913,
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57(5)821,
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58(7)1425,
58(7)1449
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47(8)1257