Tag Archives: Derivation

Morphological Operations in Annang (Published)

The study aimed at identifying and examining the various morphological operations that take place in the formation of words in Anaang language. Some chiefs of Anaang and youths who live in the rural areas of Anaang and who understand English were interviewed and their responses recorded. A 1,500 word list, interviews and a set of test questions covering the subject matter, personal contacts and observations as a native speaker of Anaang were used to gather data for the study. The theory of lexical morphology was adopted in the analysis of the data. From the study, two major morphological operations were identified. These are: Affixation and Compounding. In affixation, prefixes, suffixes, and suprafixes were identified. In compounding, noun + noun and noun + adjectives structures were identified. From the findings, the research showed the manner of realisation and morphological characteristics of each of the processes. It also showed various ways of generating new word forms in Anaang. It was recommended that further studies should be carried out in the Anaang language and children as well as youths be encouraged to speak the language to boost scholarship and prevent the extinction of Anaang language.

Keywords: Anaang, Compounding, Derivation, Morphology, affixation, inflection

Orthogonal Symmetric Bi Derivations in Semiprime Rings (Published)

In this paper we introduce the notation of orthogonal symmetric bi derivations in semiprime ring and we consider R be a 2-torsion free semiprime ring, B and D are two symmetric bi derivations on R,then B and D are orthogonal if and only if one of the following equivalent conditions holds for all x,y,z∈R: (1) BD=0. (2) B(x,y)D(y,z)=0 or D(x,y)B(y,z)=0.(3) BD is a bi derivation. (4) B(x,y)D(y,z)+D(y,z)B(x,y)=0,for every x,y,z ∈R.

Keywords: Bi Derivation, Derivation, Jordan Bi Derivation., Orthogonal Derivation, Orthogonal Symmetric Bi Derivation, Semi Prime Ring