1
d?
?d9ZE
?? Tamhane? Dunlop
?÷?l￥? 14c
?§ ?? Elizabeth Newton
?S
?
8 ?yDy?T
2
d?
?ZE
? v?sd?
?ZE
^??7?
^
e
S
? b
? ? I Holland? Wolfe÷
Nonparametric Statistical Methods
E Newton
3
100 ? μ gamma (1,1)s?
?M
￥°Zm
??mV
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
E Newton
4
100 ?
?M
￥?￥°Zm
??mV
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
E Newton
5
?
??d?
?_
Mann Whitney
￥ U_
Wilcoxon? p
?_
z? t_
?? ?￥
"'
Wilcoxon {
?|?_
?|_
z? t_
?"'
d?
??
?_ ??
E Newton
6
Kendall ￥?
M1
Spearman ?M
1
?: ?M1?
Friedman _RBDZμs
+? ? ￥￥
"'
Kruskal-
Wallace_
CRDZμs
+?? ?￥
"'
d?
?￥?
?￥_ ??
E Newton
7
?|_
? ? 1 n?"'￥?′ (u)￥w b
?vs.
? 9
? ?v? ￥?
?i Oü
?V
U
1
? ?l? ￥
?′1
? ?T ?v ?l
H5 ' b
? L
!/
? 1=[s?
n,1/2
? v"' z_
E Newton
8
??
? ￥°Zm
E Newton
??mV
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
9
S-Plus ?￥?|_
E Newton
??}
?
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
10
Wilcoxon {?|￥?_
? ? 1 n￥?"'￥?′ (u)￥w b
? L
!98￥s?
^?￥ b
?vs.
?
? ?
¨?
? ?μs￥?￥?
? μμs￥?￥?
? Kv′
? ?T ?v5 ' b
? bs?n ['
? v"'￥ z_
E Newton
11
S-Plus???
? ￥ Wilcox_
E Newton
??}
?
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
12
S-Plus???
? ￥?
? t_
E Newton
??}
?
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
13
ê?EV
? n ['￥? 575:
E Newton
14
{μê??
? =-1? 1?
? =1
￥ 2??
?à
qs?f
?
E Newton
??mV
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
m??US1 x; :US1 ?
?
x,1,1
15
Wilcoxon ? p?￥_
? 2?? ?￥
?"' X? Y￥ê?s?￥
w
è ? ?1 e??) ?￥98 b
? L
!
?vs.
?
?μ ￥4?′ p? b
? ·? Y?￥?￥?
·? X?￥ê
|μ÷l￥"'
￥ *B?
? ?T W | ′ü ' b
E Newton
16
Mann-Whitney ￥ U_
? ? Wilcoxon? p?￥_?N b
? ü
?? ?
?? é?1? b
? μ ??"￥1? b
?U" ￥
? b
? lcbst
?í1"
H
? ?T U | ′5 ' b
E Newton
17
s e?
sa￥è ? #p￥
H
W￥Qm
E Newton
??mV
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
m??USsY1 cg, sg; :US1 #p￥
HW
18
S-Plus ?￥ wilcox _
E Newton
??}
?
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
19
S-Plus??
?￥ t_
E Newton
??}
?
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
20
Kolmogorov-Smirnov_
Kolmogorov-Smirnov_
^¨ ?? ê?
ê
?
I
1Z
?￥μs (
?s?W￥ ??μ
s )
P¨
?ü ?s?f
? (¨f
? ) b
?9μB?1_Bt4?
? ?B?+?￥ ( ?X
￥ )s?-W￥ ?￥?"'?' b
_4?s?DLXs?-W￥Kvμ
^B?"'
￥f
?
Vì P′
J Telford
21
100?
??
? (2,1) ê ?? 100?
?
gamma(4 2) ê ?￥°Zm
??mV
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
22
Kolmogorov-Smirnov_
E Newton
??}
?
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
23
Kruskal-Wallis_
? +?? ?"'￥w b
? L
!
??"'￥s? V ??? ê?
?] b
? b
? vs. t b
? ü
?μ￥ ?4? ?? b
? 9
?
?F￥?￥?D ü (′ b
? 9
? KW_d9
" kw (n [' ) b
? ? kw′?v
Hü ' b
? v′￥ 1ír￥ kw￥ s? b
E Newton
24
1??]￥?DZE￥_′
? 582:
E Newton
??}
?
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
25
y
í
Ff
?s′m
E Newton
??mV
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
m??US1 y
í
F ; :US1
???DZE￥_′
26
_′￥?
E Newton
??}
?
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
27
S-Plus?￥ Kruskal-Wallis_
E Newton
??}
?
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
28
_′￥ZμsV
E Newton
??}
?
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
29
Friedman_
? +? ? ￥"'￥w b
?a ?) ? b?F b
? vs. t b
?
??F =sYü4?′ ?? b
? 9
??￥? b
? 9
? Friedman d9
fr
n [' b
? ? fr?v
Hü ' b
? v￥ b′ fr
?@ s? b
E Newton
30
F (? ) =￥?
E Newton
??}
?
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
31
S-Plus?￥ Friedman_
E Newton
??}
?
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
32
sF_′
? ￥ZμsV
??}
?
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
E Newton
33
M1?ZE
? Pearson M1 ?
L?1 ó b
? Spearman M1 ?￥M1 b
? Kendall’s Tau ?M???M?￥ ￥
? b
E Newton
34
Kendall’s Tau
? L
! n?=í4?′
^B?V=í98? |￥
?"
' b
?
^? ?￥
?
? YVùsM?￥??M?￥
? ?
M1? b
? 98M1"
?
E Newton
35
Kendall’s Tau
E Newton
36
Kendall’s Tau
L è
??}
?
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
37
?US x=1:10
:US y=exp(x)
E Newton
??mV
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
38
Pearson M1
E Newton
??}
?
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
39
Spearman M1
E Newton
??}
?
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
40
Kendall M1
E Newton
??}
?
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
41
L èìa
? LOD/
,°￥
??mV
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
42
×"ZE
? ?
?￥ZE?L
!￥98s?￥
w
? ×"ZE
àμ1?98s?f
?
?
T￥L
!
? ?D_ 2"'ù5
? |?
?Q ÷"B?4?′
? 1 ??¨9D×"
E Newton
43
?D_
? "S 9 ü (μs
2"'ù5
? ?
^VF1? F2ê |￥?
?￥"'
? }V
?μ x? y￥S|
!?
^? V ?￥
? ê4V n1? n1+n24?? ￥ SRSi OS|1
x, ?￥S|1 y.
? 9
?V
??
!???Ds?￥_d9
￥′
è ?
a ü (μs
? μ (n1+n2)?ê4 (n1) V ?Ms￥
!? (
L è
14.7,è ?
? óq n1=8,n2=10,
!?￥
?′
" 43,758)
E Newton
44
|?
? "S 9s??d9
￥S
μ
è ? ?′ ü (′
? YV
?Q ÷"B?4?′Ve
S
"'? | n?vl1 n-1￥"' b
? V
??"'?9
? ü (′ (?′ )
?JSE ü (′
^ú ?￥??A1
?′?z b
E Newton
45
1 ??
? "S 9s?Sd9
￥?? uW ( è ? (′?′M
1? )
? Ve
S"'?¨?D |vl1 n
￥ B"'
? V
??"'?9
?_d9
E Newton
46
S-Plus? ?
V￥
? óq
1888 M ?
V￥
3a
?
E Newton
??
{
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
47
1 ?? ???aZμ￥??
uW
E Newton
??}
?
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
48
V 1000?1 ??"'¤?￥Z
μ9￥°Zm
E Newton
??mV
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
m??US1 ′ ; :US1
á
49
Zμ9￥ QQm
E Newton
??mV
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥?¨
S b
m??US1 S?
??￥sê
? ; :US1 ×ˉsê
?
50
B? ? 15?Dn￥"'YV GPA￥
EDy ?D I
k￥s
?m
E Newton
??mV
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
m??US1 gpa; :US1 EDy ?D I
k
51
LSAT? GPA-WM1?￥1 ?
? ???? uW
E Newton
??}
?
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
52
V 1000?1 ??"'¤?￥M
1?9￥°Zm
E Newton
??mV
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
m??US1 ′ ; :US1
á
53
M1?9￥ QQm
E Newton
??mV
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
m??US1 S?
??￥sê
? ; :US1 ×ˉsê
?
54
S-Plus?￥ Stack-loss
? óq
? Stack-loss
?
E Newton
??
{
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
55
S-Plus?￥ stack loss
? óq
E Newton
??mV
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
56
stack lossíB￥l2
E Newton
??}
?
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
57
stack loss￥1 ??
{l2
E Newton
??}
?
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
58
stack loss￥1 ??
{l2
E Newton
??}
?
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
59
íB"
?￥°Zm
??mV
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
m??US1 ′ ; :US1
á
60
íB"
?￥ QQm
??mV
^
P¨ S-PLUS
R èqá
3 ?￥ S-PLUS
R
^ Insightful
3￥B??¨
S b
m??US1 S?
??￥sê
? ; :US1 ×ˉsê
?
| 课件名称： | 麻省理工学院：应用统计学（五） |
| 课件分类： | 统计 |
| 课件类型： | 电子教案 |
| 文件大小： | 489.92KB |
| 下载次数： | 3 |
| 评论次数： | 3 |
| 用户评分： | 6 |
