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BibTeX entry
@Article{Quang:2009:SLL,
author = "Nguyen Van Quang and Nguyen Van Huan",
title = "On the strong law of large numbers and {$ L_p
$}-convergence for double arrays of random elements in
$p$-uniformly smooth {Banach} spaces",
journal = j-STAT-PROB-LETT,
volume = "79",
number = "18",
pages = "1891--1899",
day = "15",
month = sep,
year = "2009",
CODEN = "SPLTDC",
DOI = "https://doi.org/10.1016/j.spl.2009.05.014",
ISSN = "0167-7152 (print), 1879-2103 (electronic)",
ISSN-L = "0167-7152",
bibdate = "Sun Jun 1 11:18:13 MDT 2014",
bibsource = "http://www.math.utah.edu/pub/tex/bib/statproblett2000.bib",
URL = "http://www.sciencedirect.com/science/article/pii/S0167715209001965",
acknowledgement = ack-nhfb,
fjournal = "Statistics \& Probability Letters",
journal-URL = "http://www.sciencedirect.com/science/journal/01677152",
}
Related entries
- $ L_p $,
65(4)331,
66(2)91
- $p$,
46(2)177,
48(4)385,
51(3)269,
54(1)93,
55(3)301,
56(4)355,
60(2)183,
66(1)59,
71(1)33,
76(11)1170,
76(16)1731,
77(1)1,
77(5)543,
77(6)625,
77(12)1362,
77(15)1542,
78(8)963,
78(15)2528,
79(1)55,
79(11)1404,
79(18)1963
- array,
38(1)27,
46(2)177,
47(2)209,
50(4)383,
54(2)189,
58(2)185,
59(1)17,
63(4)411,
65(3)161,
66(4)399,
68(1)17,
68(3)259,
69(4)431,
70(1)95,
71(4)303,
72(1)59,
72(2)125,
72(4)291,
75(3)169,
75(3)203,
75(4)298,
76(3)266,
76(3)274,
76(14)1570,
76(15)1631,
76(16)1714,
76(18)2027,
77(5)539,
77(10)952,
77(11)1050,
78(11)1283,
78(16)2811,
79(1)116,
79(13)1539,
79(23)2405
- Banach,
46(2)177,
48(4)369,
51(2)155,
55(3)301,
57(2)133,
58(2)185,
60(3)241,
64(3)277,
72(1)59,
77(6)632
- double,
49(3)251,
68(2)199,
70(1)37,
77(9)925,
78(5)528,
79(3)407,
79(10)1305
- element,
46(2)177,
48(4)369,
51(2)155,
55(3)301,
58(2)185,
72(1)59,
76(5)465,
78(11)1283,
79(10)1351
- large,
47(4)365,
47(4)411,
49(2)105,
49(2)181,
49(3)245,
50(4)357,
51(1)63,
51(3)235,
51(3)263,
52(1)91,
52(2)125,
53(3)269,
54(4)363,
55(1)99,
55(2)159,
55(4)431,
57(4)315,
59(1)23,
61(2)215,
61(4)429,
62(3)317,
63(3)287,
64(1)51,
65(3)251,
66(2)197,
66(4)449,
69(4)439,
72(1)59,
73(1)51,
73(3)305,
74(1)67,
74(3)281,
74(4)347,
76(8)843,
76(10)981,
76(14)1449,
76(15)1701,
76(16)1714,
76(17)1935,
76(18)2017,
77(2)181,
77(3)231,
77(3)239,
77(5)530,
77(9)931,
78(1)42,
78(1)75,
78(1)84,
78(3)238,
78(6)594,
78(6)749,
78(6)794,
78(7)869,
78(7)890,
78(8)953,
78(10)1206,
78(14)2010,
78(16)2679,
78(17)3096,
78(18)3187,
78(18)3222,
78(18)3330,
79(2)255,
79(3)304,
79(5)611,
79(6)842,
79(9)1141,
79(9)1290,
79(13)1539,
79(18)1943,
79(23)2405
- law,
46(2)105,
46(2)177,
47(3)253,
48(3)239,
48(4)369,
49(2)119,
49(2)127,
49(3)245,
50(3)305,
50(4)357,
51(1)63,
52(4)341,
52(4)413,
53(3)269,
54(4)373,
55(2)159,
55(4)431,
56(1)101,
56(2)131,
56(2)193,
56(2)z,
56(3)251,
60(1)121,
61(4)359,
62(1)71,
63(2)133,
63(4)361,
64(2)133,
64(3)277,
65(3)251,
65(4)401,
69(3)357,
71(4)337,
72(1)59,
72(2)113,
72(4)291,
73(3)305,
74(1)67,
74(4)347,
75(4)267,
76(5)495,
76(8)843,
76(10)981,
76(14)1435,
76(14)1550,
76(16)1714,
76(17)1904,
76(17)1935,
76(18)2017,
77(1)95,
77(3)295,
77(4)468,
77(6)632,
77(17)1662,
77(18)1750,
78(1)42,
78(3)265,
78(3)320,
78(6)654,
78(6)794,
78(7)890,
78(9)1051,
78(12)1384,
78(14)2010,
78(14)2175,
78(17)3023,
78(18)3187,
78(18)3330,
79(5)611,
79(6)789,
79(6)842,
79(8)1038,
79(9)1141,
79(10)1351,
79(13)1539,
79(14)1608,
79(16)1744,
79(17)1818,
79(19)2028,
79(22)2334,
79(23)2405
- number,
48(2)153,
49(3)245,
49(3)291,
49(4)365,
50(1)55,
50(4)357,
51(1)63,
51(2)189,
53(3)269,
55(2)113,
55(2)159,
55(3)239,
55(4)431,
56(4)419,
61(2)215,
63(3)229,
64(3)305,
65(3)251,
65(3)259,
66(2)183,
66(3)267,
67(4)321,
69(4)465,
70(1)11,
71(3)225,
72(1)59,
73(1)37,
73(3)305,
74(1)67,
74(4)347,
76(8)843,
76(10)981,
76(16)1714,
76(17)1935,
76(18)2017,
77(18)1737,
78(1)15,
78(1)42,
78(6)794,
78(7)890,
78(14)2010,
78(15)2496,
78(17)3040,
78(17)3096,
78(18)3187,
78(18)3330,
79(3)283,
79(5)611,
79(6)842,
79(9)1141,
79(13)1539,
79(18)1972,
79(21)2281,
79(23)2405
- smooth,
54(2)205,
59(2)183,
61(4)337,
70(3)175,
76(9)959
- space,
46(2)177,
47(3)307,
48(1)23,
48(4)369,
50(1)23,
50(4)343,
51(2)155,
51(3)207,
54(1)113,
54(2)161,
54(4)405,
55(3)301,
57(2)133,
58(2)185,
60(3)279,
63(3)243,
64(3)277,
70(1)119,
70(2)171,
71(4)347,
72(1)59,
76(10)1001,
76(14)1503,
76(14)1536,
77(4)468,
77(6)625,
77(6)632,
78(6)716,
78(6)736,
78(8)1024,
78(9)1119,
78(10)1222,
78(13)1775,
78(14)2102,
78(14)2110,
78(14)2154,
78(14)2201,
78(15)2408,
78(17)2963,
78(18)3135,
79(1)50,
79(1)55,
79(3)390,
79(14)1581,
79(21)2260,
79(21)2307,
79(22)2328,
79(24)2462
- strong,
46(2)105,
49(3)235,
49(3)245,
50(3)305,
50(4)357,
51(1)63,
52(4)413,
53(1)21,
53(2)219,
53(3)269,
55(1)63,
56(3)251,
58(2)205,
59(1)61,
61(2)155,
61(4)347,
64(2)121,
64(2)159,
65(2)71,
65(2)79,
65(3)251,
66(1)25,
67(2)111,
68(4)369,
73(3)251,
73(3)305,
76(6)579,
76(8)843,
76(14)1550,
76(17)1845,
76(18)2017,
77(4)396,
77(11)1106,
77(14)1526,
78(4)445,
78(6)794,
78(7)890,
78(8)1017,
78(9)1128,
78(14)2018,
78(14)2121,
78(17)3075,
78(18)3187,
78(18)3281,
78(18)3330,
79(2)182,
79(6)842,
79(8)1083,
79(19)2028
- uniformly,
56(2)143,
62(2)101,
76(4)349,
78(12)1649,
78(17)2947,
79(4)436,
79(9)1215