+(ab)"'i""+(α C)"'I""+ +~α 旬 )æiz" "'j~o
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- ゆきさ いざわ
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1 要因構成 'tj~
2 +(ab)"'i""+(α C)"'I""+ +~α 旬 )æiz" "'j~o
3 g-iq~b..),
4 ~_9" + 一三 ~C-.N
5 dd=gau---bou--=tlt(l -Yo ) ~) (π +l)y
6 ~ 為虫厚生自主 L 改虫景芳芝厚型 lである. ~-~...
7 一苛 P 干高 "~1 石可 -~ 一ーユニ ~~ 一一, _O/~D_. 2(0 +r2.-lo~g) 違憲 : 特に ao, a b""c" 3 ","'.
8 + 組 ~
9 {~ 組 :1:. 51 1
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16 ~ の任意の 2 元 X,
17 ~ の任意の 8 元 X, ~ の任意の 2 元 X, る. しかもこの結合関係の規定によって,~ は可換糠 ( ア戸ベル群 )
18
19 2) に因子組合せ tq(j を施すとき得られる観測値 X~{)k は次のようにあら x~{h=m+tq 山 +rk+bk 1& +Pk 1& I+Z~{>lk る. なお {z~{h} は,
20 (j +ω 詑 +z~ w~{l =O, E{W~{l} {Z~{l} とは互いに組問独立である. {z~~} +Z.~'l x.~.j= 悦ー (α b) 十九 +b k +Z.~.l 日 3zl 何 fo+ 否 P1+ + 吾 ~l)) +1i ~'l+z~!)
21 i )+ 言 ~')+ + 吾 ~'))=m ー (ab) +b~')+z~~) 塾ま ~ S-~ 玄 5: ヱ z2 玄 ~( 拘 Z 詑一否ゑ. 日..) S.=r22( 云 ~)-x~~))'+ (x1,.? -x~~) 一主.r)+ 云!!l)' (l) +z~!)-z..}.+ +z~!) (.f)+z.~)-z~~)-z I: +Z..)I=SRxB"
22 S 剖 =rll(t~)+ 面 ;~)+z~~)-t?) 一面 Ç!i_ZÇ!))y =r((-a-b+ 託 1) ー百円 '+(a+b+ 話!)-e~!)) (a-b+ 言 ip 一言 Ç~))'+( =4r((α+4-1 ( 一言 J!)+ 話!)+ë~~) 一説 ~)))' +(b+4-1 ( 一面 ~!)+ 誕! ー訂 ~)+ 説 ~))) 畢 SA+SB ese 初段 +z~i' (e~i' -ëç!)-ëi イ )+ë~!))' ", SE u'+ σ 弘 +2ru 1 a ん } 2(u +u' ", +2r-u'~r -u'+u l 旬 +2ro~-
23 {~ q'+2r(σ ゐ +σ ~b) (l )~(2) によって,
24 S=LLZ~rC.T. Z~ ず事 7~ ~A=l 位 = 6~~" 37~-,!69 SAB=-'-: 竺 ~= 一一一 = 一一一一 =
25 堕自 ~ SR=!!.+1,,)1+(11 叶ア +(I 駈盟 ~-C.T
26 "'+12("~"ø +,,~,) 6. 餅 1" +":"+12,,~ 7 即 肺 I b~ 硝 ~= 号.:...3! = ~b= 棚乍却に喝竺 =607 偲 ~,
27 ~I=_! 塑豊 = 塑こ旦 =1271:. 里 =1 街. 釘 ~ii' ~a> ~U) ~11) ~il) ~11) 2: ~I) 2:~~) :t~ 心 ~U) ~I) T~ ~i:.? T~ リ T~ リ Ti~) ~W T~~) TÇ~) VfO)=Tj~) Vj')=TI~) V1.)=T~'.) VjO)=T~~) V~O)=T~'.) V~o) V~.) V~o) V~,) V~.)+ V~O) V~,)+ V~,) V~,)-- V~,)= V~,)= V~,)-- V~,)= V~O)-- V~I)+ V~I) V~I)= V~,)--
28 V~,l+ V~,l= {V~ 勺明 γ =Sc V~,l= V~,l} 刊 r=sac V~,l= V~,l- V~, l V~,l= V~,l- V~,l} 刊 r=sabc ip 叫勺 )'+(T.~' 心勺 う )'+. 日. 日.+(T. 尻 '.~, 1). 門 2つ ) +( 引斗 T.I'l)'+...+ 仰 l+t.~'l)'}-c. pz3 ー {(T.iI1+T.~11+ +T.~11) 斗 (T.('l+T. + +T.~'l)'} ー C.T- =-1 ー {(T:!l)'+(T:~J)'}-C.
29 z;f=m+tf3+rk+br +ω~ij+z~r {w~r} 否どJ=(xw+x~t +xälj +x~tj)
30 +rl: +b~l) +z.~l) +rl: +b~1 +Z.~I) "!, r:~7~!, 型受勢 互 ~!) +x.~ l) + + 語.~l)) +b~ l) +z~!) 亙 ~!)= (Z.fl)+X.~I)+ +i.~')) + 五 ~.)+z~~) 記 33={zgE+zgE+ x~~) /r=m+t~;j+w)+ 面 JfE+EF &~ 事受努事.1:= 悦 +r l: +z h =4LL( 蚕.~;)_i..)t+ (x~r-i. f!)) (x~! ー吾..)1 +4LL( 云.r 一言.1: -i!~l+x..) ( ま ~~)-i!!))i+ ( ぽ -i. 't'- 亙 23+ 亙 ~!)) ii~ l) +z~!) +ii~ )+i~~)-i..}
31 (b~)-b~)+z.~)-z~~)-z k+ Z..)' (t~ + 可 + ず -t~ の一日 ー量的意 <;)-...<; _j_~<i> -~qk { 内 } は {e~)} の 1 次結合である. 同様にして, (e~f-ë~~ ーぽ +ë~))1 q'+4γ (q~bc+ σþ,)
32 (3) お J: び 23(4)(Z)W)~(30) 節分混同 X~ a X~e z~: X~~) x~ ~) x 耐 Q ~) X~ X~ρ X~ T~\ x~ x~~
33 +xf~j +x~ ジ +xaj+xh' V~ J=x l!' V~oJ=x~IJ V~oJ=xW +x~~j v~oj=xlfl V~oJ=xHJ V~oJ+ V~, J V~'J+ V~.J= V~, J+ V~, J= V~IJ V~,J= V~, J= V~oJ V~ρ= V~,J V~o'_ V~o'= V~, J_ V~"= V~oJ_ V~,)_ V~" V~')+ V~,)+ V~IJ= V~'J= V~I'_ V~,)= T.~')=
34 =4LL(X ~'_i..)t (%~-i.~')t ~ ~ ~ ~(T.!!))t ~ SA= 込 ~. SB= 旦 ~. +S~} +S 地 +S51b+S~b 刊誌 c SWt=LL(%~ 宇一言.~h)I=ST +S~} +S~} 刊誌 +S1b (%~-Z.~.h)I=S~) +S5J)+S8'+S 5l1+S 5lb+S 5Jb+S~c (%íf. -Z.p>)I=S~) +S~) +S5lb+S~b +S~~ +S~> +S~)=SA+SW(A). S~}+Si}+S~>+S 官 =SB+SW(B).
35 +S~) +S~)=SC+SW 伺, S~~+S 治 +S 治 =S' S~b +s~b +S~b=s' S~b +S~b S~~C +S~~C+S~~C ~I 山 ;;lli
36
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38 I~ II~ C.T.= 一 32 一 =~=32
39 ~,_
40 60= 一一一一一 =-:~ e~{'= 叫 ~+z~ e..~= 恒三!>- 旦士 Z 出土!l e a. +e~t> -e~l)) +e~t) +e~l)) ω=t(+ei 件 e~p+e ip +e U> -ea)-eil)-ea)-e a>) +e~~)-e ω=~
41 S~)=8(α +ea 1:)1 +eab~)1 8~ (eab~-ë' 1:=~ 享昆!,} 主主政男 tfj~_ 民主げ方方 空軍 ι 空軍 '~l)~_~<!-,-,~'!j.'φ につい _~:!,_a)~~ り方常により,
42 ~ ~ ~ ~
43
44 (x~i')'-c. SR= 空空 ± 哩立 +~ 哩!_.t:_3 堅 lt-c.t ω ー 70 酬.12=3.13
45 SX=~ ミ許 =4 蜘 ~DN= (~1" 'DP=~ 塑主 =242.ω SDPX=(--:' 望旦 =15.125
46
47 0' 十 el 十 8ro~l'" H42~J q' 十 el 十 8rq~
48 (x;~ ー 15)' + 皇士 Z 士里士盟 ~-C.T. = =0. 沼 25 +~'+7"+ 2" +18.
49
電中研レビュー No48
π ú π ª π ú ñ ñ ñ A B C D À Ã Õ Œ œ π ª º Ω æ ø ƒ À Ã Õ Œ ñ œ ÿ Ÿ fi fl  ÊÁ ËÍ Î Ï ÌÓ A BC ñ π ª ºΩ v Fv v F i v Fv n F iv i n FvF i v n v R F R R R i n nr i R i nr v n æ ø π ª º Ω π ª º Ω A B C
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II 6 ishimori@phys.titech.ac.jp 6.. 5.4.. f Rx = f Lx = fx fx + lim = lim x x + x x f c = f x + x < c < x x x + lim x x fx fx x x = lim x x f c = f x x < c < x cosmx cosxdx = {cosm x + cosm + x} dx = [
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