Browsing by Author "Adeshola, A. D."

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    GAP: Generating Set in Semigroups of Order-Preserving full Contraction
    (Duncan Science Company Publication, 2016-05-01) Adeshola, A. D.
    I or ]' - ( 'i BSTRACT .L,, r 1,2.' ".tt : . --l (pttt'tittl) trtutr.f ;)nnitti()tt a: Dotlt ct c -Y,, -+ ln a c.\',, rr sui,l ltt be ftrll or tt,t,tl y Or,r, a - .\.,,. othent'ise is called strictly pctrriar. A tnap ct e sing,, is saicr to be orcre rpreserving if, for all .t-,),€,.1',.-r< 1t:=y61 11ts or4 tio ntop GL:Sing,, is suic{ tobeacontractionf foratl .y.J/eX,,, lrc<),al<1.-;_),j. Itrthisp,pct.,r,e extend the resu!ts of 13J an cer.tcrin seruigroups o.[JiniteJittt c.otttt.action maps b1, computing rhe generating set properties of the sentigroup ocr,. of alt ot.cler.- presen'ing fLtll contraction mcips on the finite rrel {i. 2,...,r} Ihrough rhe use of Group Algoritlu, Prograntne (GAp)
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    Initial Coefficient Bounds for Some Novel Subclasses of Analytic and Bi-univalent Functions Defined by q-Differential Operator
    (2025-05) Ayinla, R. O.; Bello, R. A.; Adeshola, A. D.; Aliu, T. O.; Hassan, M. O.
    In this study, we use the q-differential operator to establish two novel subclasses of analytic and bi-univalent functions defined in the open unit disk 𝐷= {𝑧:𝑧∈ℂ, |𝑧|<1}. Some known subclasses of analytic and bi-univalent functions, as well as their results are generalized by these novel subclasses and their results.