Last update: Wed Feb 5 04:57:35 MST 2014
Top |
Symbols |
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{Tomas:1997:SLD,
author = "A. P. Tomas and M. Filgueiras",
title = "Solving linear {Diophantine} equations using the
geometric structure of the solution space",
journal = j-LECT-NOTES-COMP-SCI,
volume = "1232",
pages = "269--283",
year = "1997",
CODEN = "LNCSD9",
ISSN = "0302-9743 (print), 1611-3349 (electronic)",
ISSN-L = "0302-9743",
bibdate = "Mon Aug 25 17:12:53 MDT 1997",
bibsource = "http://www.math.utah.edu/pub/tex/bib/lncs1997a.bib",
acknowledgement = ack-nhfb,
annote = "Also known as RTA-97",
keywords = "rewriting techniques; RTA",
}
Related entries
- Diophantine,
1284(0)271
- equation,
1196(0)58,
1196(0)78,
1196(0)557,
1215(0)295,
1215(0)365,
1226(0)162,
1255(0)55,
1256(0)98,
1256(0)336
- geometric,
1213(0)285,
1252(0)176,
1262(0)69,
1272(0)136,
1272(0)248,
1272(0)402,
1277(0)262,
1279(0)429,
1284(0)157,
1296(0)50,
1296(0)90,
1296(0)247
- known,
1232(0)1,
1232(0)8,
1232(0)23,
1232(0)38,
1232(0)53,
1232(0)68,
1232(0)83,
1232(0)98,
1232(0)113,
1232(0)128,
1232(0)142,
1232(0)157,
1232(0)172,
1232(0)187,
1232(0)202,
1232(0)217,
1232(0)228,
1232(0)230,
1232(0)241,
1232(0)254,
1232(0)284,
1232(0)299,
1232(0)308,
1232(0)323,
1232(0)327,
1232(0)331,
1232(0)335,
1284(0)378
- linear,
1196(0)17,
1196(0)46,
1196(0)142,
1196(0)150,
1196(0)184,
1200(0)261,
1200(0)387,
1200(0)427,
1200(0)451,
1201(0)409,
1208(0)238,
1215(0)108,
1215(0)295,
1215(0)338,
1221(0)62,
1226(0)381,
1232(0)254,
1233(0)226,
1233(0)318,
1234(0)78,
1240(0)607,
1240(0)1154,
1243(0)45,
1243(0)119,
1252(0)188,
1254(0)167,
1255(0)1,
1255(0)164,
1255(0)329,
1256(0)627,
1262(0)339,
1267(0)114,
1272(0)55,
1273(0)77,
1276(0)460,
1277(0)121,
1277(0)336,
1277(0)389,
1280(0)187,
1282(0)256,
1284(0)64,
1289(0)128,
1289(0)241,
1290(0)197,
1293(0)103,
1295(0)378,
1295(0)438,
1296(0)130
- rewriting,
1192(0)126,
1197(0)31,
1218(0)49,
1218(0)71,
1218(0)119,
1232(0)1,
1232(0)8,
1232(0)23,
1232(0)38,
1232(0)53,
1232(0)68,
1232(0)83,
1232(0)98,
1232(0)113,
1232(0)128,
1232(0)142,
1232(0)157,
1232(0)172,
1232(0)187,
1232(0)202,
1232(0)217,
1232(0)228,
1232(0)230,
1232(0)241,
1232(0)254,
1232(0)284,
1232(0)299,
1232(0)308,
1232(0)323,
1232(0)327,
1232(0)331,
1232(0)335,
1249(0)4,
1258(0)150,
1275(0)171,
1276(0)331,
1279(0)452,
1290(0)49,
1290(0)69,
1290(0)87,
1292(0)17,
1292(0)225,
1295(0)458,
1298(0)114,
1298(0)129,
1298(0)144
- RTA,
1232(0)1,
1232(0)8,
1232(0)23,
1232(0)38,
1232(0)53,
1232(0)68,
1232(0)83,
1232(0)98,
1232(0)113,
1232(0)128,
1232(0)142,
1232(0)157,
1232(0)172,
1232(0)187,
1232(0)202,
1232(0)217,
1232(0)228,
1232(0)230,
1232(0)241,
1232(0)254,
1232(0)284,
1232(0)299,
1232(0)308,
1232(0)323,
1232(0)327,
1232(0)331,
1232(0)335
- RTA-97,
1232(0)1,
1232(0)8,
1232(0)23,
1232(0)38,
1232(0)53,
1232(0)68,
1232(0)83,
1232(0)98,
1232(0)113,
1232(0)128,
1232(0)142,
1232(0)157,
1232(0)172,
1232(0)187,
1232(0)202,
1232(0)217,
1232(0)228,
1232(0)230,
1232(0)241,
1232(0)254,
1232(0)284,
1232(0)299,
1232(0)308,
1232(0)323,
1232(0)327,
1232(0)331,
1232(0)335
- solution,
1196(0)176,
1196(0)227,
1196(0)565,
1213(0)361,
1225(0)360,
1238(0)255,
1265(0)387,
1266(0)633,
1277(0)40,
1277(0)389,
1286(0)137,
1296(0)677
- solving,
1196(0)142,
1196(0)184,
1196(0)192,
1213(0)189,
1226(0)162,
1226(0)583,
1245(0)58,
1254(0)316,
1256(0)336,
1265(0)220,
1266(0)499,
1277(0)330,
1277(0)336,
1284(0)171,
1285(0)106,
1292(0)323
- space,
1196(0)161,
1200(0)141,
1208(0)286,
1214(0)478,
1225(0)908,
1226(0)277,
1233(0)409,
1234(0)145,
1240(0)546,
1245(0)44,
1252(0)176,
1252(0)284,
1253(0)159,
1254(0)340,
1255(0)29,
1255(0)66,
1256(0)649,
1257(0)446,
1274(0)74,
1282(0)289,
1285(0)187,
1290(0)210,
1292(0)1,
1295(0)91
- structure,
1186(0)336,
1190(0)193,
1203(0)1,
1206(0)253,
1208(0)286,
1213(0)3,
1218(0)422,
1225(0)31,
1226(0)150,
1230(0)43,
1230(0)405,
1234(0)141,
1239(0)594,
1252(0)315,
1252(0)353,
1257(0)304,
1262(0)197,
1264(0)206,
1272(0)272,
1272(0)297,
1276(0)482,
1277(0)25,
1278(0)166,
1279(0)233,
1280(0)77,
1284(0)157,
1296(0)488,
1299(0)97
- technique,
1188(0)69,
1190(0)401,
1196(0)46,
1196(0)200,
1205(0)151,
1205(0)565,
1205(0)639,
1214(0)550,
1215(0)247,
1225(0)644,
1225(0)1000,
1232(0)1,
1232(0)8,
1232(0)23,
1232(0)38,
1232(0)53,
1232(0)68,
1232(0)83,
1232(0)98,
1232(0)113,
1232(0)128,
1232(0)142,
1232(0)157,
1232(0)172,
1232(0)187,
1232(0)202,
1232(0)217,
1232(0)228,
1232(0)230,
1232(0)241,
1232(0)254,
1232(0)284,
1232(0)299,
1232(0)308,
1232(0)323,
1232(0)327,
1232(0)331,
1232(0)335,
1240(0)811,
1240(0)995,
1243(0)181,
1245(0)155,
1251(0)278,
1254(0)303,
1263(0)299,
1266(0)315,
1271(0)69,
1271(0)123,
1272(0)368,
1277(0)40,
1277(0)168,
1280(0)77,
1280(0)149,
1280(0)161,
1280(0)527,
1285(0)167,
1295(0)19,
1295(0)219,
1296(0)597,
1299(0)10,
1299(0)97