univalent
51industrial glass — Introduction solid material that is normally lustrous and transparent in appearance and that shows great durability under exposure to the natural elements. These three properties lustre, transparency, and durability make glass a favoured… …
52cyanato — noun a) The univalent radical NCO derived from cyanate b) The univalent radical NC derived from cyanide …
53amyl — The radical formed from a pentane, C5H12, by removal of one H. Several isomeric forms exist, the more important being CH3CH2CH2CH2CH2 (a. or pentyl); (CH3)2CHCH2CH2 (isoamyl or isopentyl); CH3CH2CH2CH(CH)3 and (CH3CH2)2CH (secondary a. or… …
54antimonyl — The univalent radical, SbO , of antimony. * * * an·ti·mo·nyl ant ə mə .nil, .nēl n a monovalent radical SbO composed of antimony and oxygen held to exist in the molecules of tartar emetic and some basic salts of antimony * * * an·ti·mo·nyl (an… …
55cetyl — The univalent radical C16H33 of c. alcohol. c. alcohol the 16 carbon alcohol corresponding to palmitic acid, so called because it is isolated from among the hydrolysis products of spermaceti; it is used as an emulsifying aid and in the… …
56monad — 1. A univalent element or radical. 2. A unicellular organism. 3. In meiosis, the single chromosome derived from a tetrad after the first and second maturation divisions. [G. monas, the number one, unity] * * * mo·nad …
57monovalent — 1. Having the combining power (valence) of a hydrogen atom. SYN: monatomic (2), univalent. 2. Pertaining to a m. (specific) antiserum to a single antigen or organism. * * * mono·va·lent .män ə vā lənt …
58nitrosyl — A univalent radical or atom group, –N=O, forming the nitroso compounds. * * * ni·tro·syl nī trō .sil n the nitroso group used esp. in names of inorganic compounds * * * ni·tro·syl (niґtro səl) the univalent radical NO …
59tolyl — CH3C6H4–; the univalent radical of toluene. * * * tol·yl täl .il n any of three monovalent radicals CH3C6H4 derived from toluene * * * tol·yl (tolґəl) the univalent radical, CH3·C6H4, derived from toluene and occurring in three isomeric… …
60Christian Pommerenke — (* 17. Dezember 1933 in Kopenhagen) ist ein deutscher Mathematiker, der sich mit Funktionentheorie beschäftigt. Pommerenke studierte ab 1954 an der Universität Göttingen, wo er 1957 sein Diplom machte und 1959 promoviert wurde (Über die… …
