Recent Studies in Mathematics and Computer Science Vol. 3

This book covers all areas of mathematics and computer science. The contributions by the authors include ARFIMA, ARIMA, long range dependence, quality of service, time series models self-similarity and air traffic, analysis of exercises, clustering, programming, rubrics, cryptography, congruence, mathematics teaching, equilibrium points, local stability, global stability, time delay, Ammensal, mutualism, co-existing state, stability, delay kernels, system of second order, optimal feedback control, design, swing, amplitude, pumping, damping, simulation, subharmonic, nearly subharmonic, quasinearly subharmonic, bi-Lipschitz, regularly oscillating, algebra, extended centralizer, tensor product, Lie ideal, Pasternak foundation, parabolically varying thickness, circular plate, polar orthotropy, nonhomogenity, normal distribution, logistic distribution, exponential distribution, right triangular distribution, best linear unbiased estimation, coefficient of variation, order statistics, ANN, MATLAB, simulation, supercapacitor, WO3 thin film, stokes drag, shear flow, prolate spheroid, cone metric space, Hardy-Rogers type contraction, Banach operator pair, T-contraction, common fixed point, Occasionally weakly compatible, Cq-commuting mappings, subsequentially continuous, reciprocal continuous, common fixed point, use of technologies, pocket calculators, hierarchical cores etc. This book contains various materials suitable for students, researchers and academicians in the field of mathematics and computer science.