MUHAMMAD, R.YAHAYA, Y. A.IDRIS L.2025-04-152014http://repository.futminna.edu.ng:4000/handle/123456789/690Nigerian Journal of Mathematics and Applications V olume 23; (2014); c Nig: J: Math: Appl: http :www:kwsman:comThe Hybrid Backward Di erentiation Formula (HBDF) for the case k = 3 was reformulated into continuous form using the idea of multistep collocation. The continuous form was evaluated at some grid and o grid points which gave rise to discrete schemes employed as block methods for direct solution of rst order Ordinary Di erential Equation y0 = f(x; y). The requirement of a starting value and the overlap of solution model which are associated with conventional Linear Multistep Methods were eliminated by this approach. A convergence analysis of the derived hybrid schemes to establish their e ec- tiveness and reliability is presented. Numerical example carried out on sti problem further substantiates their performance.enBackward Di erentiation Formula (BDF)HybridBlock MethodImplicitSti Problems.DERIVATION AND ANALYSIS OF BLOCK IMPLICIT HYBRID BACKWARD DIFFERENTIATION FORMULAE FOR STIFF PROBLEMSArticle