Entry Avenhaus:1971:VEL from computing.bib
Last update: Wed Apr 11 02:01:07 MDT 2012
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{Avenhaus:1971:VEL,
author = "J. Avenhaus",
title = "{Ein Verfahren zur Einschliessung der L{\"o}sung des
Anfangswertproblems}. ({German}) [{A} Method for
Bracketing Solutions of Initial Value Problems]",
journal = j-COMPUTING,
volume = "8",
number = "1--2",
pages = "182--190",
month = mar,
year = "1971",
CODEN = "CMPTA2",
ISSN = "0010-485X (print), 1436-5057 (electronic)",
ISSN-L = "0010-485X",
bibdate = "Tue Jan 2 17:40:51 MST 2001",
bibsource = "http://www.math.utah.edu/pub/tex/bib/computing.bib;
INSPEC Axiom database (1968--date)",
acknowledgement = ack-jr # " and" # ack-nhfb,
affiliation = "Univ. Karlsruhe, West Germany",
classification = "C4110; C4170",
description = "boundary-value problems; differential equations;
errors; numerical methods",
fjournal = "Computing",
keywords = "approximate solution; defect; error bounds; inclusion;
initial value problem; interval arithmetic; ordinary
differential equations; roundoff error; solution",
language = "German",
}
Related entries
- approximate, 1-2-vii,
4(4)294,
5(3)221,
6(1)9,
9(1)69,
9(2)127,
11(3)181,
12(2)163,
13(1)67,
13(3)253,
13(3)267,
14(1)107,
19(4)313,
22(2)171,
30(3)279,
33(2)179,
35(3)345,
37(3)185,
40(2)125,
42(2)259,
43(2)133,
47(2)137,
47(2)153,
54(2)167,
55(1)75,
65(2)135,
68(3)239,
69(4)291,
86(1)23,
91(4)397
- bracketing,
4(2)125,
5(4)356,
8(1)143,
20(1)27
- C4110, 1-2-vii,
4(4)281,
4(4)294,
4(4)304,
4(4)345,
5(2)144,
5(3)214,
5(3)246,
5(3)312,
6(1)9,
6(1)28,
6(1)35,
7(3)145,
9(1)37,
9(2)127,
10(1)23,
10(1)97,
11(4)307,
11(4)365,
12(2)149,
12(2)163,
14(1)37,
15(3)173,
16(1)17,
16(3)231,
17(1)37,
17(4)309,
18(3)241,
19(3)233,
20(1)1,
20(1)17,
20(1)35,
20(2)177,
20(3)207,
24(4)275,
25(3)253,
25(3)269
- de, 1-2-vii,
1(2)127,
1(3)197,
1(4)316,
1(4)341,
2(1)17,
2(3)294,
2(3)305,
2(4)374-1,
3(1)86-1,
3(2)161,
3(4)258,
3(4)366-1,
4(1)91,
4(3)216,
4(3)234,
4(3)246,
6(1)76,
6(1)218,
6(3)373-1,
7(1)25,
7(3)215,
7(3)372,
8(1)32,
8(1)202-1,
8(3)309,
9(1)69,
9(1)83,
9(3)233,
9(4)343,
10(1)111,
11(4)379,
11(4)391,
12(2)107,
12(2)167,
13(3)353,
14(1)141,
14(4)367,
15(1)67,
15(2)157,
17(1)23,
17(2)129,
18(1)15,
18(3)209,
18(4)361,
19(3)251,
20(1)17,
20(1)27,
21(3)267,
30(1)77,
30(4)373,
35(1)51,
39(1)77,
39(4)363,
46(4)289,
48(3)337,
49(3)265,
52(2)161,
62(2)129,
77(1)97
- defect, 1-2-vii,
20(3)207,
23(3)205,
30(2)121,
32(2)115,
33(2)107,
38(1)59,
38(3)269,
56(2)117,
58(1)1,
61(4)285
- ein,
1(1)1,
1(1)80,
1(2)133,
1(2)168,
1(2)170-2,
1(3)256,
2(3)195,
2(4)336,
3(1)22,
3(2)110,
3(3)194,
3(4)245,
4(2)160,
4(2)168,
4(3)216,
4(3)246,
4(3)274,
5(1)27,
5(1)82,
5(4)333,
6(1)72,
6(1)76,
6(1)107,
6(1)173,
6(3)227,
6(3)249,
7(1)113,
7(3)333,
8(1)62,
8(1)99,
8(1)166,
8(3)250,
8(3)329,
9(2)101,
9(4)275,
9(4)327,
9(4)343,
12(1)57,
12(2)107,
12(2)127,
12(3)273,
12(4)323,
13(2)173,
16(1)139,
17(1)1,
17(1)93,
17(2)121,
17(3)207,
18(3)267,
19(2)175,
20(1)27,
20(3)241,
20(3)257,
21(4)323,
23(2)99,
26(3)257,
27(1)1,
30(2)91,
34(3)271,
35(1)51,
35(2)185,
39(1)77,
48(3)303,
48(3)381,
49(2)95,
49(3)201,
49(4)373,
50(1)69,
50(3)199,
51(3)237,
51(3)327,
52(2)203
- Einschliessung,
4(2)125,
5(4)356,
16(3)211,
19(2)171,
20(1)27
- inclusion, 1-2-vii,
6(1)72,
6(1)76,
6(3)318,
9(1)69,
9(2)101,
12(2)107,
14(1)141,
22(4)339,
24(1)21,
24(2)195,
25(3)283,
26(1)33,
28(2)117,
35(2)185,
36(3)249,
38(2)143,
39(3)261,
41(4)349,
42(2)225,
46(4)279,
47(3)337,
52(3)213,
55(1)43,
62(1)69,
70(2)111,
74(1)41,
75(1)55,
75(1)71,
81(1)91
- initial,
12(3)247,
14(3)225,
15(3)251,
17(2)177,
17(3)247,
17(4)361,
18(1)79,
18(2)131,
18(3)249,
19(3)251,
21(1)17,
22(2)125,
23(1)73,
24(1)21,
24(4)315,
27(2)123,
29(2)153,
33(3)297,
34(2)179,
34(3)271,
35(1)13,
36(1)35,
37(3)195,
38(4)281,
39(1)27,
39(2)175,
39(4)371,
42(1)61,
42(4)341,
44(1)59,
45(3)193,
50(1)87,
50(4)337,
51(2)151,
52(4)315,
53(3)233,
53(3)369,
54(2)167,
57(2)163,
61(1)11,
61(1)69,
63(3)265,
92(3)243
- Lösung,
1(2)105,
2(1)74,
4(3)216,
4(3)246,
4(4)316,
5(1)82,
5(3)281,
5(3)324,
6(3)227,
6(3)249,
9(4)275,
12(2)117,
13(2)143,
13(3)353,
14(1)37,
14(1)119,
14(3)225,
15(2)157,
16(3)187,
17(2)129,
17(4)323,
17(4)361,
18(2)131,
18(3)249,
19(1)89,
19(3)251,
21(3)233,
22(2)125,
25(4)317,
26(3)257,
35(1)51,
39(1)77,
48(3)259,
48(3)291,
50(3)229,
51(3)209,
52(2)203
- ordinary,
1(1)62,
1(4)316,
3(3)227,
5(3)267,
6(1)80,
7(1)113,
7(3)240,
8(1)19,
8(3)291,
10(1)83,
11(3)287,
11(3)306,
12(2)127,
12(3)288,
13(1)1,
14(3)225,
20(4)333,
20(4)351,
22(2)125,
22(4)339,
23(3)247,
24(2)227,
25(4)317,
25(4)337,
27(2)165,
29(2)153,
30(1)35,
31(1)69,
33(2)107,
35(3)369,
36(1)17,
37(3)195,
41(1)131,
41(3)205,
41(4)297,
43(3)209,
54(4)347,
55(2)163,
57(3)273,
61(1)39,
61(1)47,
62(1)1,
92(3)243
- roundoff, 1-2-vii,
12(2)149,
15(3)263,
24(4)275,
25(3)269,
34(4)325,
36(1)163,
77(1)97,
82(2)199
- Verfahren,
1(1)1,
1(1)62,
1(2)105,
1(2)133,
1(3)256,
2(3)296-1,
3(1)22,
3(3)215,
4(2)168,
4(3)234,
4(3)246,
5(1)71,
5(1)82,
6(3)249,
7(1)113,
7(3)373-1,
8(1)32,
8(3)208,
8(3)329,
9(1)69,
9(4)402-1,
11(2)125,
11(2)169,
11(4)379,
12(4)323,
13(1)55,
13(2)115,
14(4)389,
15(3)275,
16(3)211,
17(1)59,
17(3)207,
20(1)27,
20(4)343,
21(4)323,
26(1)33,
48(3)259,
49(3)201,
49(4)349,
50(3)229