M. fijiensis M. eumusae ! " # $ . % $ & ' ( ) % * + , " / 0 1 2 3 45 56 " & / 7 8 9 : ' ; <= >= . ?" @ A B ' A C 2 1 $ ' ( " DE= < ! . ! % " 0$ M. fijiensis M. eumusae F " ' = G H6 ! ' I ? J F6 8 . 0$ ?" K <77 8 B L G G M N . O9 " P8 M 6 B ' Q ;G) ' ' R C 2 =E G ! 1 6 ( $...

Error in Figure 6 In the published article, there was an error 10 as published. The analytically derived 7 graph plotted orange, and numerically computed blue. correct 8 version is blue, orange.The corrected its caption appear below.The authors apologize for this state that does not change scientific conclusions 11 of article any way. original has been updated.In Equations 31 32 miss differenti...

In normal Amount Total Error of recovery Method plasma added found (%) Spectrophotometric 079 0-5 1*28 -3-4 1*0 0.4 1*41 +2-5 -1*0 1.0 1*96 -4.0 -0-82 0-7 1-53 +1*4 -0*82 1*2 2*18 -1*7 Photoelectric 076 0 5 1F24 -4 0 -1-03 0-4 1*43 +1'2 -1-03 1.0 2*0 -3*0 -0'84 0 7 1*56 +2-8 -0*84 1*2 2*01 -2.5 Roe & Kuether (1943) -0-72 0 5 1-2 -4 0 -1.0 0.4 1*4 0.0 -1.0 1.0 1*96 -4*0 -0*88 0*7 1*6 +2-8 -0*88 ...

2,6-Xylidine is a chemical intermediate used principally in the production of dyes. It is also a component of tobacco smoke, a degradation product of aniline-based pesticides, and a metabolite of certain drugs, particularly the xylide group of local anesthetics. The National Toxicology Program (NTP) sponsored single-administration, 2-week, and 13-week studies of 2,6-xylidine by gavage in F344/N...

We analyze three-body decays of and . Under the factorization approach, there are tree level diagrams for these decay modes and the transition matrix element of decay is factorized into a form factor multiplied by decay constant and form factor multiplied into weak vertices form factor. The transition matrix element of decay is also factorized into a form factor multiplied into weak vertic...