Dynamic-opposite learning enhanced meta-heuristic approach for solving multiple industrial optimization problems. [PDF]
Wu H, Li L, Wang G, Yang Z, Shi B.
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Identification of Regions of Interest in Neuroimaging Data With Irregular Boundary Based on Semiparametric Transformation Models and Interval-Censored Outcomes. [PDF]
Lee CY, Shi H, Ma D, Beg MF, Cao J.
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Bayesian probabilistic projections of proportions with limited data: An application to subnational contraceptive method supply shares. [PDF]
Comiskey H +4 more
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Smooth Hazards With Multiple Time Scales. [PDF]
Carollo A, Eilers P, Putter H, Gampe J.
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dGAMLSS: an exact, distributed algorithm to fit Generalized Additive Models for Location, Scale, and Shape for privacy-preserving population reference charts. [PDF]
Hu F +10 more
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Nonlinear dynamic analysis of shear- and torsion-free rods using isogeometric discretization and outlier removal. [PDF]
Nguyen TH +4 more
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NUMERICAL COMPUTATION OF THE NATURAL CONVECTION FLOW ABOUT A HORIZONTAL CYLINDER USING SPLINES
Numerical Heat Transfer, Part A: Applications, 1990Summary: The present work is devoted to the numerical study of laminar natural convection flow from a heated horizontal cylinder under diverse surface boundary conditions using the spline fractional step method. A general formulation to treat mixed boundary conditions using the spline approximation has been presented.
Wang, P., Kahawita, R., Nguyen, T. H.
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In this paper, an improvised cubic B-spline method (ICSCM) for the time-fractional Black–Scholes model (TFBSM) governing European option pricing is presented. The numerical method utilizes the ICSCM for spatial discretization and employs a finite difference method for temporal discretization. Stability analysis of the scheme is performed using the von
Guangyu Fan, Beibei Wu
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Numerical Simulation of Computer Virus Reaction-Diffusion Model using Cubic B-splines Collocation
The interdisciplinary journal of Discontinuity, Nonlinearity, and Complexity, 2023R.C. Mittal, Rohit Goel, N. Ahlawat
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