a dai-liao-based extension of the three-term polak–ribière–polyak method

In a significant modification of the polak–ribière–polyak method, zhanget al. proposed a descent three-term conjugate gradient method which is globallyconvergent. here, we develop a class of one-parameter descent extension of the methodbased on the dai-liao approach. additionally, based on quasi-newton aspects, theparameter of the method is computed. at last, practical merits of the methods areinvestigated by numerical experiments on a set of cuter test functions. the resultsshow computational effciency of the proposed methods