Last update: Thu May 16 02:07:42 MDT 2019
Top |
Symbols |
Numbers |
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{Deo:2000:CDC,
author = "Narsingh Deo and Ayman Abdalla",
title = "Computing a Diameter-Constrained Minimum Spanning Tree
in Parallel",
journal = j-LECT-NOTES-COMP-SCI,
volume = "1767",
pages = "17--??",
year = "2000",
CODEN = "LNCSD9",
ISSN = "0302-9743 (print), 1611-3349 (electronic)",
ISSN-L = "0302-9743",
bibdate = "Fri Feb 1 09:16:10 MST 2002",
bibsource = "http://link.springer-ny.com/link/service/series/0558/tocs/t1767.htm;
http://www.math.utah.edu/pub/tex/bib/lncs2000.bib",
URL = "http://link.springer-ny.com/link/service/series/0558/bibs/1767/17670017.htm;
http://link.springer-ny.com/link/service/series/0558/papers/1767/17670017.pdf",
acknowledgement = ack-nhfb,
}
Related entries
- Computing,
1800(0)61,
1800(0)161,
1800(0)163,
1800(0)178,
1800(0)504,
1800(0)526,
1800(0)536,
1800(0)552,
1800(0)570,
1800(0)816,
1800(0)831,
1800(0)1072,
1800(0)1126,
1800(0)1204,
1800(0)1214,
1800(0)1301,
1807(0)190,
1851(0)328,
1853(0)821,
1858(0)95,
1861(0)399,
1861(0)673,
1861(0)688,
1892(0)289,
1903(0)108,
1903(0)140,
1903(0)170,
1903(0)179,
1905(0)297,
1908(0)1,
1908(0)5,
1908(0)7,
1908(0)322,
1911(0)39,
1914(0)1,
1914(0)164,
1923(0)418,
1928(0)137,
1941(0)183,
1954(0)1,
1975(0)262,
1983(0)239,
2125(0)365,
2125(0)377
- Minimum,
1851(0)286,
1853(0)49,
1858(0)126,
1858(0)193,
1910(0)510,
1928(0)267
- parallel,
1753(0)16,
1759(0)1,
1759(0)83,
1759(0)127,
1759(0)145,
1759(0)161,
1759(0)190,
1759(0)197,
1777(0)219,
1782(0)351,
1783(0)35,
1784(0)35,
1800(0)81,
1800(0)91,
1800(0)101,
1800(0)102,
1800(0)149,
1800(0)155,
1800(0)161,
1800(0)194,
1800(0)218,
1800(0)226,
1800(0)234,
1800(0)250,
1800(0)257,
1800(0)340,
1800(0)358,
1800(0)366,
1800(0)390,
1800(0)415,
1800(0)423,
1800(0)428,
1800(0)435,
1800(0)443,
1800(0)450,
1800(0)497,
1800(0)505,
1800(0)512,
1800(0)519,
1800(0)526,
1800(0)536,
1800(0)568,
1800(0)595,
1800(0)628,
1800(0)668,
1800(0)831,
1800(0)855,
1800(0)862,
1800(0)974,
1800(0)1053,
1800(0)1134,
1800(0)1200,
1800(0)1214,
1807(0)523,
1822(0)151,
1822(0)254,
1822(0)293,
1851(0)504,
1853(0)37,
1853(0)329,
1861(0)1285,
1880(0)74,
1902(0)133,
1908(0)5,
1908(0)64,
1908(0)88,
1908(0)113,
1908(0)121,
1908(0)137,
1908(0)168,
1908(0)200,
1908(0)250,
1908(0)297,
1908(0)313,
1908(0)330,
1908(0)338,
1910(0)243,
1911(0)18,
1911(0)87,
1911(0)113,
1915(0)113,
1915(0)128,
1915(0)285,
1923(0)83,
1928(0)83,
1934(0)30,
1934(0)117,
1940(0)160,
1940(0)344,
1940(0)374,
1940(0)457,
1940(0)494,
1940(0)501
- Spanning,
1853(0)49,
1928(0)290,
1974(0)240
- tree,
1731(0)369,
1731(0)379,
1731(0)392,
1755(0)283,
1767(0)253,
1770(0)35,
1770(0)529,
1770(0)542,
1777(0)51,
1782(0)119,
1782(0)275,
1784(0)329,
1818(0)47,
1851(0)46,
1851(0)125,
1851(0)393,
1853(0)49,
1853(0)73,
1857(0)200,
1857(0)240,
1861(0)315,
1892(0)239,
1910(0)54,
1910(0)136,
1910(0)331,
1910(0)359,
1910(0)381,
1919(0)179,
1919(0)209,
1928(0)206,
1928(0)290,
1932(0)426,
1933(0)97,
1961(0)273,
1974(0)240,
1975(0)108,
1983(0)60,
2125(0)414