Last update: Sun Oct 15 02:39:02 MDT 2017
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{Silvestri:2013:RWW,
author = "Todd Silvestri",
title = "Random Walks on the {World Wide Web}",
journal = j-MATHEMATICA-J,
volume = "15",
number = "??",
pages = "??--??",
month = "????",
year = "2013",
CODEN = "????",
ISSN = "1047-5974 (print), 1097-1610 (electronic)",
bibdate = "Sat Mar 15 08:18:49 MDT 2014",
bibsource = "http://www.math.utah.edu/pub/tex/bib/mathematicaj.bib",
URL = "http://www.mathematica-journal.com/2013/09/random-walks-on-the-world-wide-web/",
abstract = "This article presents RandomWalkWeb, a package
developed to perform random walks on the World Wide Web
and to visualize the resulting data. Building upon the
package's functionality, we collected empirical network
data consisting of 35,616 unique URLs (approximately
133,500 steps). An analysis was performed at the domain
level and several properties of the web were measured.
In particular, we estimated the power-law exponent for
the in- and out-degree distributions, and obtained
values of $ 2.10 \pm 0.09 $ and $ 2.36 \pm 0.1 $,
respectively. These values were found to be in good
agreement with previously published results.",
acknowledgement = ack-nhfb,
journal-URL = "http://www.mathematica-journal.com/",
}
Related entries
- analysis,
1(1)51,
1(1)62,
1(1)75,
2(2)66,
2(2)66-1,
3(1)z-6,
4(1)z-3,
5(1)z-2,
5(4)z-5,
6(1)z-8,
6(2)72,
6(3)28,
9(2)z-1,
10(1)z-4,
12(1)2,
12(1)4,
13(z)z-1,
13(z)z-5,
14(z)z-9,
15(z)z-8,
16(z)z-3
- approximately,
6(3)65
- building,
9(1)z,
14(z)z-4,
15(z)z-2
- data,
1(1)92,
1(2)34,
2(2)58,
2(3)z-2,
2(3)z-6,
3(1)z-2,
4(2)54,
4(4)37,
6(1)z-3,
6(2)32,
6(3)37,
9(3)z-6,
12(1)4,
15(z)z-8,
16(z)z-3,
16(z)z-4
- developed,
4(2)38,
8(3)z-6,
16(z)z-3
- distribution,
6(1)z-6,
6(3)14,
6(3)22,
6(3)73,
7(4)z-1,
8(3)z-7,
9(3)z-2,
9(4)z-6,
13(z)z-3,
13(z)z-8,
14(z)z-7,
16(z)z
- domain,
9(3)z-4,
13(z)z-6,
14(z)z
- empirical,
14(z)z
- exponent,
6(3)78
- found,
2(2)58,
13(z)z-3,
16(z)z
- good,
4(2)44,
5(4)20
- level,
12(1)2
- measured,
6(2)72
- network,
3(3)z-4,
4(2)70,
10(3)z-1
- obtained,
11(2)172
- package,
1(1)85,
1(1)95,
1(1)95-1,
1(1)z-7,
1(4)16,
2(1)91,
2(1)z-4,
3(2)31,
3(3)z-5,
4(1)38,
4(2)44,
4(2)62,
5(1)z-4,
5(2)z-6,
5(4)8,
6(2)41,
6(2)72,
7(1)z-4,
9(2)z-8,
12(1)2,
13(z)z-1,
13(z)z-4,
13(z)z-6,
15(z)z-2
- particular,
4(1)64,
12(1)1,
16(z)z,
16(z)z-5
- perform,
15(z)z-8,
16(z)z-3
- present,
4(1)70,
4(1)z-3,
4(2)38,
4(2)44,
4(2)52,
4(2)54,
6(2)52,
6(2)60,
6(2)72,
6(3)58,
6(3)65,
6(3)73,
13(z)z-7,
15(z)z-4,
15(z)z-5
- previously,
14(z)z-1
- property,
4(1)9,
6(3)65,
11(2)172,
14(z)z,
15(z)z-4,
15(z)z-6,
16(z)z-1,
16(z)z-2,
16(z)z-6
- published,
5(4)17,
15(z)z-5
- random,
4(1)9,
5(2)z-2,
6(3)14,
6(3)65,
7(2)z-1,
9(4)z-2,
13(z)z-3,
16(z)z
- respectively,
14(z)z
- result,
5(4)8,
11(2)284,
13(z)z-3,
13(z)z-7,
14(z)z-1,
15(z)z-5,
16(z)z-4
- resulting,
4(2)83,
12(1)2,
15(z)z-4
- several,
4(1)26,
6(2)66,
12(1)2
- Silvestri, Todd,
16(z)z-7
- upon,
13(z)z-5
- value,
1(3)z-11,
6(3)73,
11(2)284,
13(z)z-9,
14(z)z-5,
14(z)z-6,
15(z)z-1,
16(z)z
- walk,
13(z)z-3
- was,
2(2)58,
12(1)1,
12(1)3,
14(z)z-1
- were,
14(z)z-1
- wide,
4(2)10,
13(z)z-6