TRU Mathematics 16−1 （1980〕
COMPARI SON OF VARIABILITIES OF CONCENTRATIONS
OF SO唖C㎝STI㎜S IM㎜H㎜P㎜仏／S㎜
Motosaburo MASUYAMA （Received May 30， 1980〕 It i・w・11一㎞・岨th・t th・m・鋤・。・cent・ati・n （P。〕・f…b・t紐ce桓 1）mPh〔L）and・th・t血P1・・m・〔P）・r・e㎜（S〕・・e a㎞・・t th・ sam・in皿゜st cases but theTe． are s㎝e stゐstances whose concentrations are clearly 1㎝er in L than in P or S 〔P／S）， as shown in Table I． HσweveT， if we set X＝ Zo≦70， σb・ing the c・ncent・ati・n， th・ANOVA・t・b1・・f th・・t・nda・d d・vi・ti・n・f X・ W％，・h㎝・th・t％・f・・ub・t・nce is s・igh・1y 1肛ger i・Lth孤in P／S・ This t。nd・n・ry is・）bvi・u・， if the sign test is apPli・d t・th・・iat・in T・ble l・ S・pP・・e the c・…nt・ati・n・・f・・ub・t・nce・A・i・・L・・nd・P／S b・％飢d〔］P／S respectively and set 陥＝〔7P／s・（d・ viz． A is diluted d−times in l、 compared with that in P／S for a subject． Then we have the relation ・ Z・gCL−Z・θCp／S−Z・9 d・ and hence media， REFERENce Nihon SeikagakUkai ％、2−・鋤2≠σ。2−2ρ％。／S・。・ ・。皿d・b・i・g血・・t麺・dd・vi・ti・n・f Z・・麺d伍e c°廿elati°n c°efficient b・加ee・Z・σ． Cp／S ・nd Z・g d紐・ng・ubjects「espectively・ Tal）1e I shows that in皿ost cases ・一σ。2−2ρ・。％P／S is sm・11，・・th・…阻y・ay・・h・t％’s a・・n・a・1y・qual t・e紬・the「in these except the case of haptoglobin（Table I I〕． 〔1979）：SeZlca≦7αku Datα一Bukku， T6ky6 KagakU−D6zin． 8182
