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BibTeX entry
@Article{Kaufmann:1995:RSR,
author = "M. Kaufmann and H. Schroder and J. F. Sibeyn",
title = "Routing and sorting on reconfigurable meshes",
journal = j-PARALLEL-PROCESS-LETT,
volume = "5",
number = "1",
pages = "81--95",
month = mar,
year = "1995",
CODEN = "PPLTEE",
ISSN = "0129-6264",
bibdate = "Mon Apr 14 09:48:53 MDT 1997",
acknowledgement = ack-nhfb,
classification = "C1160 (Combinatorial mathematics); C4240P (Parallel
programming and algorithm theory); C5220P (Parallel
architecture); C6130 (Data handling techniques)",
corpsource = "Wilhelm-Schickard-Inst. fur Inf., Tubingen Univ.,
Germany",
countrypub = "Singapore",
keywords = "architectures; asymptotically optimal; column buses;
hypercubic; linear array; mesh connected; networks;
one-port-at-a-; parallel algorithms; parallel
architectures; permutation routing; point-to-point
communication; processor arrays; realistic problem;
reconfigurable; reconfigurable meshes; routing; sizes;
sorting; time; time bound; unidirectional row bus; very
weak model",
treatment = "P Practical",
}
Related entries
- array,
1(1)19,
1(1)29,
1(1)67,
1(2)83,
1(2)143,
2(1)97,
2(2)231,
2(2)241,
2(2)273,
2(4)341,
2(4)373,
3(1)43,
3(1)71,
3(2)157,
3(2)171,
3(3)267,
4(1)53,
4(1)105,
4(1)159,
4(1)171,
4(3)339,
4(4)455,
5(2)251,
5(3)367,
5(3)437,
5(3)461,
5(3)499,
5(3)513,
6(1)13,
6(1)27,
6(1)145,
6(1)159,
6(3)299,
6(3)355,
6(4)539,
7(1)13,
7(2)117,
7(2)181,
7(3)219,
8(2)197,
8(3)283,
8(3)321,
8(4)503,
9(3)373,
9(4)453,
10(1)15,
12(3)375,
13(3)377,
13(3)401
- asymptotically,
5(3)489,
6(1)115
- bound,
1(1)3,
1(2)113,
1(2)125,
2(2)249,
2(4)341,
2(4)363,
3(1)59,
3(2)129,
3(2)147,
3(4)313,
3(4)431,
4(1)3,
4(1)73,
4(1)125,
4(1)159,
4(1)181,
4(3)221,
4(4)379,
5(1)63,
5(2)213,
5(2)275,
5(2)311,
5(2)321,
5(3)343,
5(3)357,
5(3)421,
5(4)635,
6(1)13,
6(1)101,
6(1)137,
6(2)195,
6(3)331,
6(4)539,
10(1)39,
14(3)361
- bus,
1(1)29,
2(2)249,
3(2)109,
3(2)157,
3(2)171,
3(3)301,
4(1)105,
4(4)465,
5(1)3,
5(1)37,
5(1)63,
5(3)499,
6(1)101,
6(3)345,
7(3)219,
8(3)283,
8(3)321,
8(4)503,
9(3)373,
10(1)29,
12(3)341
- C1160,
1(1)19,
1(2)125,
1(2)135,
2(1)31,
2(2)195,
2(2)205,
2(2)213,
2(2)231,
2(2)241,
2(2)249,
2(4)301,
3(1)13,
3(1)79,
3(1)99,
3(2)115,
3(2)165,
3(3)209,
3(3)223,
3(3)233,
3(3)253,
3(4)431,
3(4)457,
4(1)29,
4(1)37,
4(1)65,
4(1)105,
4(3)259,
4(3)281,
4(4)379,
4(4)385,
4(4)429,
5(1)63,
5(2)149,
5(2)231,
5(2)293,
5(3)413,
5(4)527,
5(4)599,
5(4)611,
5(4)671,
6(1)35,
6(1)137,
6(1)159,
6(2)213,
6(3)321,
6(3)389,
6(4)439,
6(4)469,
6(4)479,
6(4)539,
6(4)551,
6(4)583,
7(1)25
- C5220P,
1(1)19,
1(1)29,
1(1)43,
1(2)103,
2(1)13,
2(1)81,
2(1)89,
2(1)97,
2(2)117,
2(2)129,
2(2)139,
2(2)257,
2(4)373,
3(1)43,
3(1)59,
3(1)71,
3(2)109,
3(2)115,
3(2)129,
3(2)139,
3(2)171,
3(2)179,
3(2)189,
3(3)291,
3(3)301,
3(4)321,
3(4)335,
3(4)357,
3(4)363,
3(4)375,
3(4)393,
3(4)419,
3(4)431,
3(4)445,
3(4)469,
3(4)485,
3(4)495,
4(1)105,
4(1)125,
4(1)139,
4(1)171,
4(3)233,
4(3)329,
4(3)339,
4(4)367,
4(4)379,
4(4)385,
4(4)391,
5(1)3,
5(1)15,
5(1)23,
5(1)37,
5(1)49,
5(1)63,
5(1)97,
5(1)111,
5(2)213,
5(2)241,
5(2)251,
5(2)281,
5(2)321,
5(3)387,
5(3)401,
5(3)461,
5(3)513,
5(4)563,
5(4)575,
5(4)623,
5(4)635,
5(4)685,
6(1)87,
6(1)145,
6(1)173,
6(3)309,
6(3)355,
6(3)377,
6(3)389,
6(4)507,
7(1)39,
7(1)57
- C6130,
1(1)3,
2(2)205,
2(2)213,
2(2)221,
2(2)231,
2(2)241,
3(2)157,
4(4)429,
5(1)3,
5(1)63,
5(2)149,
5(3)401
- column,
2(2)249,
5(1)63,
9(4)575
- combinatorial,
1(1)19,
1(2)125,
1(2)135,
2(1)31,
2(2)195,
2(2)205,
2(2)213,
2(2)231,
2(2)241,
2(2)249,
2(4)301,
3(1)3,
3(1)13,
3(1)25,
3(1)79,
3(1)99,
3(2)115,
3(2)165,
3(3)209,
3(3)223,
3(3)233,
3(3)253,
3(4)431,
3(4)457,
4(1)29,
4(1)37,
4(1)65,
4(1)105,
4(3)259,
4(3)281,
4(4)379,
4(4)385,
4(4)429,
5(1)63,
5(2)149,
5(2)231,
5(2)251,
5(2)293,
5(3)375,
5(3)413,
5(4)527,
5(4)599,
5(4)611,
5(4)671,
6(1)35,
6(1)137,
6(1)159,
6(2)213,
6(3)321,
6(3)389,
6(4)439,
6(4)469,
6(4)479,
6(4)539,
6(4)551,
6(4)583,
7(1)25
- connected,
1(2)113,
2(1)21,
2(2)249,
2(4)381,
3(2)139,
4(1)29,
4(1)105,
5(2)149,
5(2)299,
6(1)75,
6(3)345,
8(2)251
- handling,
1(1)3,
2(2)205,
2(2)213,
2(2)221,
2(2)231,
2(2)241,
3(2)157,
4(1)171,
4(3)193,
4(3)233,
4(3)281,
4(3)313,
4(4)429,
5(1)3,
5(1)63,
5(2)149,
5(3)401
- hypercubic,
6(4)469
- linear,
1(1)3,
1(2)73,
1(2)95,
1(2)125,
1(2)143,
2(1)81,
2(1)97,
2(2)195,
2(2)231,
2(2)241,
3(2)157,
4(1)53,
4(3)193,
4(3)z,
4(4)429,
4(4)447,
5(2)223,
5(3)357,
5(3)461,
5(4)551,
5(4)685,
6(1)3,
6(1)13,
6(1)27,
6(1)127,
6(1)145,
6(1)159,
6(2)195,
6(2)203,
6(3)355,
6(3)365,
7(2)117,
7(2)181,
8(4)527,
9(3)373,
14(1)75
- mathematics,
1(1)19,
1(2)125,
1(2)135,
2(1)31,
2(1)61,
2(1)81,
2(2)195,
2(2)205,
2(2)213,
2(2)231,
2(2)241,
2(2)249,
2(4)301,
3(1)13,
3(1)79,
3(1)99,
3(2)115,
3(2)165,
3(3)209,
3(3)223,
3(3)233,
3(3)243,
3(3)253,
3(4)431,
3(4)457,
4(1)29,
4(1)37,
4(1)65,
4(1)105,
4(1)171,
4(3)259,
4(3)281,
4(4)379,
4(4)385,
4(4)429,
4(4)477,
5(1)3,
5(1)63,
5(2)149,
5(2)157,
5(2)231,
5(2)251,
5(2)293,
5(3)413,
5(4)527,
5(4)599,
5(4)611,
5(4)671,
6(1)35,
6(1)137,
6(1)159,
6(2)213,
6(3)321,
6(3)365,
6(3)389,
6(4)439,
6(4)469,
6(4)479,
6(4)539,
6(4)551,
6(4)583,
7(1)25,
8(2)149
- mesh,
1(2)149,
2(2)149,
2(2)213,
2(2)249,
3(1)59,
3(1)71,
3(2)109,
3(2)115,
3(2)129,
3(4)469,
4(1)45,
4(1)73,
4(1)139,
4(3)339,
4(4)385,
5(1)15,
5(1)23,
5(1)49,
5(1)63,
5(2)149,
5(2)281,
5(3)387,
5(3)401,
5(4)623,
6(1)75,
6(1)101,
6(2)231,
6(3)345,
6(4)539,
7(3)249,
8(2)161,
8(2)561,
8(3)351,
8(3)363,
9(1)9,
10(1)29,
13(4)659,
14(3)337,
14(3)399
- model,
1(2)103,
2(1)51,
2(2)257,
2(2)265,
2(4)311,
2(4)341,
3(1)79,
3(2)139,
3(2)147,
3(3)301,
3(4)313,
3(4)407,
4(1)15,
4(1)29,
4(1)45,
4(1)65,
4(1)83,
4(1)117,
4(1)149,
4(3)221,
4(4)367,
4(4)379,
4(4)429,
4(4)437,
4(4)455,
5(1)15,
5(1)23,
5(1)97,
5(2)129,
5(2)213,
5(2)231,
5(2)281,
5(2)299,
5(3)375,
5(4)527,
6(1)27,
6(1)67,
6(1)101,
6(1)159,
6(2)195,
6(2)213,
6(2)223,
6(4)451,
6(4)525,
6(4)583,
7(2)203,
8(2)149,
8(2)161,
8(2)189,
8(3)271,
8(4)459,
9(1)69,
11(2)353,
11(2)363,
12(1)113,
13(3)449,
14(1)5
- optimal,
1(1)3,
1(2)73,
1(2)143,
2(1)31,
2(1)43,
2(1)81,
2(1)89,
2(2)231,
2(2)249,
3(1)19,
3(2)115,
3(4)357,
3(4)407,
4(1)73,
4(1)139,
4(1)181,
4(3)339,
5(2)205,
5(2)251,
5(2)299,
5(3)451,
6(1)13,
6(1)35,
6(1)115,
6(2)187,
6(3)299,
6(4)439,
6(4)451,
6(4)583,
7(1)3,
7(4)371,
8(1)7,
8(1)77,
8(1)83,
8(2)231,
8(2)251,
8(3)297,
8(3)387,
9(1)31,
9(3)335,
12(1)17,
12(3)327,
12(3)365,
12(3)375,
13(1)35,
14(1)61,
14(2)315,
14(3)367
- permutation,
1(1)67,
2(2)231,
3(2)109,
3(2)129,
5(1)63,
5(2)139,
7(3)225,
7(3)259,
9(3)385,
12(1)23
- point, point-to-,
3(4)407,
4(1)139
- point-to-point,
3(4)407,
4(1)139
- reconfigurable,
1(1)29,
1(2)149,
2(2)117,
3(1)59,
3(1)71,
3(2)157,
3(2)171,
3(3)301,
4(1)45,
4(1)105,
4(1)171,
4(4)465,
5(1)3,
5(1)15,
5(1)23,
5(1)37,
5(1)49,
5(1)63,
5(1)97,
5(1)111,
5(3)387,
5(3)401,
5(3)499,
5(3)513,
5(4)563,
6(2)231,
6(3)345,
7(3)219,
8(3)271,
8(3)321,
8(3)351,
12(1)41,
14(3)337
- routing,
1(1)67,
1(2)113,
2(2)161,
2(4)347,
3(2)109,
3(2)129,
3(4)321,
3(4)381,
3(4)393,
3(4)469,
4(1)125,
5(1)63,
5(2)213,
5(2)281,
6(1)127,
7(1)39,
7(1)57,
7(3)219,
7(3)225,
7(3)237,
7(3)249,
7(3)259,
7(3)267,
8(2)161,
8(2)221,
10(4)327,
13(1)43,
13(4)673,
13(4)705,
14(3)377
- row,
2(2)249,
5(1)63
- Schroder, H.,
3(2)147
- size,
1(2)143,
2(2)231,
2(2)241,
2(4)301,
6(2)231,
7(3)279,
12(3)287,
12(3)365
- sorting,
1(1)3,
1(2)113,
1(2)149,
2(2)157,
2(2)205,
2(2)213,
3(2)109,
4(4)429,
5(1)3,
5(1)63,
5(2)149,
5(3)401,
9(1)69,
9(3)373,
9(4)533,
11(1)25
- technique,
1(1)3,
1(2)103,
2(1)51,
2(1)61,
2(1)97,
2(2)117,
2(2)129,
2(2)205,
2(2)213,
2(2)221,
2(2)231,
2(2)241,
2(4)321,
2(4)341,
2(4)347,
2(4)355,
2(4)381,
3(1)19,
3(1)29,
3(1)87,
3(2)109,
3(2)115,
3(2)139,
3(2)147,
3(2)157,
3(2)179,
3(2)195,
3(3)261,
3(4)313,
3(4)335,
3(4)347,
3(4)357,
3(4)407,
3(4)419,
3(4)431,
3(4)495,
4(1)3,
4(1)139,
4(3)193,
4(3)233,
4(3)271,
4(3)329,
4(3)339,
4(3)z,
4(4)417,
4(4)429,
4(4)447,
4(4)455,
4(4)465,
5(1)3,
5(1)37,
5(1)63,
5(2)149,
5(2)179,
5(2)205,
5(2)251,
5(2)281,
5(3)401,
5(3)421,
5(4)527,
5(4)551,
5(4)587,
6(1)35,
6(1)87,
6(1)101,
6(1)115,
6(1)145,
6(1)159,
6(2)213,
6(2)251,
6(3)309,
6(3)345,
6(3)355,
6(3)427,
6(4)439,
6(4)551,
6(4)563,
6(4)575,
7(1)77,
7(2)117,
7(2)157,
7(2)181,
7(4)379,
9(2)291,
11(1)151,
12(3)311
- to-point, point-,
3(4)407,
4(1)139
- unidirectional,
3(2)195