Entry Klindworth:1995:FIC from lncs1995b.bib

Last update: Sun Oct 15 02:35:30 MDT 2017

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BibTeX entry

@Article{Klindworth:1995:FIC,
  author =       "A. Klindworth",
  title =        "{FPLD} Implementation of Computation over Finite
                 Fields {GF(20m)} with Applications to Error Control
                 Coding",
  journal =      j-LECT-NOTES-COMP-SCI,
  volume =       "975",
  pages =        "261--??",
  year =         "1995",
  CODEN =        "LNCSD9",
  ISSN =         "0302-9743 (print), 1611-3349 (electronic)",
  ISSN-L =       "0302-9743",
  bibdate =      "Thu Jan 14 13:53:10 1999",
  bibsource =    "http://www.math.utah.edu/pub/tex/bib/lncs1995b.bib",
  acknowledgement = ack-nhfb,
}

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application, 955(0)109, 955(0)270, 955(0)381, 956(0)28, 959(0)51, 959(0)292, 959(0)456, 959(0)496, 959(0)566, 963(0)29, 963(0)185, 964(0)21, 964(0)109, 965(0)89, 966(0)367, 968(0)124, 969(0)337, 970(0)98, 970(0)162, 970(0)246, 971(0)200, 973(0)96, 973(0)136, 974(0)45, 974(0)253, 974(0)494, 974(0)731, 975(0)370, 975(0)419, 976(0)549, 976(0)640, 976(0)643, 976(0)647, 977(0)11, 977(0)340, 977(0)372, 978(0)58, 978(0)237, 978(0)313, 978(0)574, 979(0)554, 980(0)249, 985(0)86, 987(0)328, 988(0)413, 993(0)103, 993(0)224, 993(0)234, 998(0)501, 1000(0)592, 1004(0)428, 1005(0)263, 1006(0)75, 1006(0)178, 1009(0)1, 1009(0)150, 1009(0)190, 1010(0)193, 1010(0)491, 1011(0)1, 1011(0)101, 1013(0)1, 1015(0)45, 1015(0)189, 1018(0)121, 1018(0)210, 1018(0)216, 1020(0)134, 1020(0)166, 1021(0)89, 1021(0)445, 1025(0)53
coding, 970(0)440, 974(0)637, 974(0)649, 1004(0)12, 1008(0)329, 1024(0)1, 1024(0)233, 1024(0)495, 1025(0)169, 1025(0)213
computation, 955(0)291, 955(0)315, 956(0)73, 958(0)156, 958(0)264, 959(0)111, 960(0)447, 963(0)70, 963(0)110, 964(0)1, 964(0)7, 964(0)21, 964(0)127, 965(0)323, 966(0)83, 966(0)327, 968(0)247, 969(0)106, 970(0)65, 970(0)82, 970(0)440, 970(0)649, 976(0)563, 979(0)89, 979(0)238, 980(0)127, 980(0)231, 1000(0)78, 1023(0)171, 1025(0)74, 1026(0)124
control, 961(0)316, 962(0)117, 966(0)727, 970(0)944, 973(0)195, 973(0)257, 974(0)689, 975(0)94, 975(0)370, 978(0)604, 986(0)323, 990(0)323, 992(0)439, 998(0)64, 998(0)447, 999(0)15, 999(0)128, 999(0)166, 999(0)291, 999(0)322, 999(0)370, 999(0)391, 999(0)462, 1006(0)153, 1011(0)85, 1011(0)101, 1018(0)318, 1021(0)434, 1024(0)381, 1024(0)463
error, 961(0)25, 987(0)171, 1026(0)22
field, 958(0)93, 970(0)57, 970(0)302, 974(0)355, 980(0)115, 992(0)267, 1004(0)208, 1008(0)170, 1024(0)51, 1024(0)372
finite, 959(0)91, 959(0)111, 959(0)597, 960(0)393, 960(0)480, 962(0)333, 963(0)15, 964(0)7, 964(0)304, 965(0)374, 969(0)94, 969(0)191, 970(0)342, 971(0)122, 997(0)138, 999(0)291, 1004(0)208, 1008(0)6, 1008(0)170, 1019(0)195
Implementation, 954(0)217, 954(0)247, 955(0)518, 964(0)427, 964(0)453, 965(0)233, 966(0)155, 966(0)539, 970(0)790, 971(0)324, 973(0)583, 974(0)197, 975(0)251, 975(0)272, 975(0)282, 975(0)419, 976(0)137, 976(0)515, 978(0)28, 978(0)91, 978(0)490, 982(0)27, 982(0)63, 982(0)133, 982(0)457, 982(0)465, 983(0)382, 985(0)147, 998(0)249, 998(0)492, 1006(0)164, 1012(0)363, 1012(0)449, 1013(0)143, 1013(0)161, 1018(0)306