Entry Bryant:1995:GGF from complngs.bib
Last update: Thu Jun 20 02:00:37 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{Bryant:1995:GGF,
author = "Kelvin S. Bryant and Jon Mauney",
title = "{GRAS}: a general framework for combining automatic
code generation and register allocation",
journal = j-COMP-LANGS,
volume = "21",
number = "2",
pages = "101--112",
month = jul,
year = "1995",
CODEN = "COLADA",
ISSN = "0096-0551 (print), 1873-6742 (electronic)",
ISSN-L = "0096-0551",
bibdate = "Tue Mar 25 14:04:06 MST 1997",
bibsource = "Compendex database;
http://www.math.utah.edu/pub/tex/bib/complngs.bib",
acknowledgement = ack-nhfb,
affiliation = "Univ of Maryland",
affiliationaddress = "College Park, MD, USA",
classcodes = "C6120 (File organisation); C6115 (Programming
support); C6150C (Compilers, interpreters and other
processors); C1160 (Combinatorial mathematics)",
classification = "721.1; 722.3; 723.1; 723.1.1; 723.2; 731.1",
corpsource = "Dept. of Comput. Sci., Maryland Univ., College Park,
MD, USA",
journal-URL = "http://www.sciencedirect.com/science/journal/00960551",
journalabr = "Comput Lang",
keywords = "Algorithms; algorithms; architectures; assembly
instructions; automatic code generation; automatic
programming; Automation; CISC; Code generation; code
generator prepass; Codes (symbols); compiler; Complex
instruction set computing; Computational complexity;
generic coloring; Generic Register Allocation; graph
colouring; GRAS; High level languages; instruction
requirements; Intermediate representation; program
compilers; Program compilers; reduced instruction set
computing; Reduced instruction set computing; Register
allocation; retargetable code generators; RISC
architectures; storage allocation; System",
treatment = "P Practical",
}
Related entries
- allocation,
6(1)47,
6(3)115,
12(3)145,
13(2)75,
15(2)83,
15(2)109,
16(2)179,
19(2)135,
21(2)113,
22(2)51,
22(4)237,
24(1)33,
35(4)406
- architecture,
4(1)29,
4(1)49,
8(1)27,
9(2)97,
18(1)17,
19(3)185,
20(3)135,
20(4)253,
20(4)267,
21(1)17,
21(1)49,
21(3)165,
22(4)237,
23(2)121,
24(3)125,
27(1)3,
40(2)53,
41(z)21,
42(z)22,
54(z)71
- assembly,
1(1)45,
3(2)95,
6(1)47,
7(1)1,
9(3)149,
10(2)147,
19(1)41,
21(1)39
- automatic,
1(1)83,
1(2)161,
1(3)197,
1(4)321,
2(4)179,
3(3)163,
7(3)161,
11(3)173,
13(1)1,
14(2)93,
14(3)205,
15(3)127,
16(1)39,
16(2)129,
17(1)67,
18(4)251,
19(3)169,
20(3)135,
20(4)239,
21(2)113,
24(1)1,
27(1)115,
34(4)153,
36(2)203,
37(1)43,
43(z)96,
47(z)44,
53(z)59,
54(z)337,
54(z)512
- automation,
4(2)83
- coloring,
6(1)47,
19(2)135
- colouring,
6(1)47,
19(2)135
- combining,
44(0)143
- complex,
4(2)99,
9(1)25,
10(1)23
- complexity,
3(3)163,
7(2)61,
7(3)103,
7(3)147,
9(3)133,
9(3)203,
10(3)211,
13(1)23,
13(3)109,
14(1)11,
14(2)125,
15(1)27,
15(2)83,
17(4)251,
17(4)269,
19(2)135,
19(3)169,
20(1)43,
20(1)53,
20(2)89,
20(2)101,
20(2)127,
20(3)177,
20(4)239,
20(4)267,
21(1)17,
21(1)49,
21(2)113,
24(1)33
- computational,
1(1)17,
2(1)27,
7(3)147,
10(1)43,
10(3)211,
11(1)39,
13(1)13,
13(3)109,
14(1)11,
14(1)53,
14(2)125,
14(4)225,
15(1)1,
15(1)27,
15(2)83,
15(4)251,
16(2)113,
16(2)147,
17(4)251,
17(4)269,
18(4)251,
19(2)65,
19(2)79,
19(2)119,
19(2)135,
19(3)157,
19(3)169,
20(1)1,
20(1)43,
20(1)53,
20(2)89,
20(2)101,
20(2)127,
20(3)151,
20(3)177,
20(4)213,
20(4)239,
20(4)253,
20(4)267,
21(1)17,
21(1)49,
21(2)67,
21(2)113,
22(2)51,
22(2)115,
22(4)225,
23(1)1,
23(1)25,
23(2)61,
23(2)87,
23(2)121,
24(1)33,
33(1)1,
35(4)406,
39(4)163,
54(z)95
- computing,
2(3)93,
3(3)193,
10(3)179,
13(3)125,
14(1)1,
15(4)251,
16(3)197,
17(3)169,
18(3)153,
19(3)169,
20(4)267,
21(1)49,
21(3)147,
22(2)95,
22(4)215,
23(2)87,
33(1)33,
39(4)121,
40(1)1,
42(z)1,
45(z)163
- framework,
17(2)83,
20(3)135,
22(2)51,
22(2)165,
28(2)203,
35(4)365,
35(4)448,
38(1)16,
39(4)163,
41(z)1,
43(z)1,
44(z)89,
46(z)140,
50(z)53,
51(z)22,
54(z)316,
54(z)406
- general,
14(3)137,
14(3)181,
20(3)193
- generation,
3(4)241,
5(2)115,
6(3)115,
9(3)149,
9(3)193,
10(1)63,
10(2)127,
10(2)147,
12(1)47,
13(1)1,
13(3)125,
14(2)93,
14(3)193,
14(3)205,
15(1)27,
15(2)65,
15(3)127,
15(4)205,
16(1)39,
16(1)81,
17(1)1,
17(2)101,
17(4)251,
18(1)31,
18(2)137,
18(4)251,
19(3)169,
21(2)67,
21(2)113,
24(1)33,
34(4)184,
35(4)422,
36(2)203,
45(z)204,
49(z)152,
52(z)43,
53(z)121
- generator,
7(2)69,
12(2)123,
14(1)25,
14(2)63,
14(3)193,
14(3)205,
15(4)205,
16(1)81,
18(1)1,
21(1)1
- generic,
5(3)155,
12(2)69,
15(1)1,
16(3)259,
25(4)189,
34(1)25,
35(3)293,
50(z)53,
52(z)92
- graph,
1(3)255,
3(1)37,
3(2)65,
3(2)115,
3(3)163,
5(1)29,
5(2)115,
6(1)19,
6(1)47,
7(1)41,
7(3)147,
8(1)27,
8(2)69,
9(3)203,
10(1)43,
15(2)65,
19(2)91,
19(2)135,
19(3)169,
19(3)205,
21(2)113,
36(1)96,
39(1)25,
40(3)155
- instruction,
9(3)149,
10(2)147,
11(1)1,
13(2)75,
15(2)83,
15(3)127,
19(3)169,
21(1)49,
21(3)191,
24(1)33
- intermediate,
1(1)17,
9(3)149,
9(3)193,
10(2)147,
11(2)105,
15(3)177,
16(1)81,
16(2)179,
18(2)137,
52(z)92
- reduced,
19(3)169,
21(1)49
- register,
6(1)47,
13(2)75,
15(1)27,
15(2)83,
19(2)135,
19(3)169,
21(1)49,
21(2)113,
24(1)33,
36(3)250
- representation,
1(1)17,
1(4)321,
16(1)81,
17(2)101,
18(3)197,
20(2)117,
23(2)121
- requirement,
1(1)17,
13(1)1,
16(1)19,
16(1)65,
17(3)185,
19(4)261,
49(z)119,
50(z)127,
54(z)252
- retargetable,
11(2)105,
14(3)193,
15(3)127,
16(1)81
- set,
1(2)161,
1(3)197,
6(3)155,
9(2)89,
9(3)149,
12(2)123,
13(3)143,
14(1)53,
15(2)65,
17(3)169,
19(3)169,
20(1)1,
21(1)49,
36(2)158,
47(z)19,
54(z)1
- storage,
1(1)17,
8(1)15,
10(2)127,
12(3)145,
13(1)13,
13(2)75,
15(1)27,
15(2)83,
15(2)109,
16(2)129,
16(2)179,
19(2)135,
20(1)53,
20(3)135,
20(3)177,
20(4)253,
20(4)267,
21(2)113,
22(2)115,
24(1)33
- symbol,
1(2)105,
2(4)171,
10(2)127,
12(2)123,
16(2)167,
17(2)147,
17(3)169,
19(2)65,
19(2)79,
19(2)105,
19(3)169,
20(2)69,
21(1)1,
21(1)17,
21(1)49,
22(1)27,
22(1)39,
22(2)95,
23(1)1