Search Results - "Natural Sciences — Mathematical Sciences"

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  1. Numerical Simulation of Barite Sag in Pipe and Annular Flow

    Published in Advances in Numerical Analysis (2017)
    Subjects: “…Natural Sciences — Mathematical Sciences…”
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  2. Numerical Analysis on Flow Behavior of Molten Iron and Slag in Main Trough of Blast Furnace during Tapping Process

    Published in Advances in Numerical Analysis (2017)
    Subjects: “…Natural Sciences — Mathematical Sciences…”
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  3. The Convergence of a Class of Parallel Newton-Type Iterative Methods

    Published in Advances in Numerical Analysis (2017)
    Subjects: “…Natural Sciences — Mathematical Sciences…”
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  4. Analysis of Tensegrity Structures with Redundancies, by Implementing a Comprehensive Equilibrium Equations Method with Force Densities

    Published in Advances in Numerical Analysis (2016)
    Subjects: “…Natural Sciences — Mathematical Sciences…”
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  5. Revisited Optimal Error Bounds for Interpolatory Integration Rules

    Published in Advances in Numerical Analysis (2016)
    Subjects: “…Natural Sciences — Mathematical Sciences…”
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  6. Analysis of Subgrid Stabilization Method for Stokes-Darcy Problems

    Published in Advances in Numerical Analysis (2016)
    Subjects: “…Natural Sciences — Mathematical Sciences…”
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  7. Analysis of a Decoupled Time-Stepping Scheme for Evolutionary Micropolar Fluid Flows

    Published in Advances in Numerical Analysis (2016)
    Subjects: “…Natural Sciences — Mathematical Sciences…”
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  8. Lebesgue Constant Using Sinc Points

    Published in Advances in Numerical Analysis (2016)
    Subjects: “…Natural Sciences — Mathematical Sciences…”
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  9. A Finite Volume-Complete Flux Scheme for a Polluted Groundwater Site

    Published in Advances in Numerical Analysis (2016)
    Subjects: “…Natural Sciences — Mathematical Sciences…”
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  10. Selection of an Interval for Variable Shape Parameter in Approximation by Radial Basis Functions

    Published in Advances in Numerical Analysis (2016)
    Subjects: “…Natural Sciences — Mathematical Sciences…”
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  11. Analysis of Linear Piecewise Constant Delay Systems Using a Hybrid Numerical Scheme

    Published in Advances in Numerical Analysis (2016)
    Subjects: “…Natural Sciences — Mathematical Sciences…”
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  12. Remarks on Numerical Experiments of the Allen-Cahn Equations with Constraint via Yosida Approximation

    Published in Advances in Numerical Analysis (2016)
    Subjects: “…Natural Sciences — Mathematical Sciences…”
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  13. Eighth-Order Compact Finite Difference Scheme for 1D Heat Conduction Equation

    Published in Advances in Numerical Analysis (2016)
    Subjects: “…Natural Sciences — Mathematical Sciences…”
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  14. Preconditioning and Uniform Convergence for Convection-Diffusion Problems Discretized on Shishkin-Type Meshes

    Published in Advances in Numerical Analysis (2016)
    Subjects: “…Natural Sciences — Mathematical Sciences…”
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  15. The Exponential Cubic B-Spline Algorithm for Korteweg-de Vries Equation

    Published in Advances in Numerical Analysis (2015)
    Subjects: “…Natural Sciences — Mathematical Sciences…”
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  16. Approximation Properties of a Gradient Recovery Operator Using a Biorthogonal System

    Published in Advances in Numerical Analysis (2015)
    Subjects: “…Natural Sciences — Mathematical Sciences…”
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  17. A Fourth-Order Collocation Scheme for Two-Point Interface Boundary Value Problems

    Published in Advances in Numerical Analysis (2014)
    Subjects: “…Natural Sciences — Mathematical Sciences…”
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  18. A Method to Accelerate the Convergence of the Secant Algorithm

    Published in Advances in Numerical Analysis (2014)
    Subjects: “…Natural Sciences — Mathematical Sciences…”
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  19. Iterative Algorithms for a Finite Family of Multivalued Quasi-Nonexpansive Mappings

    Published in Advances in Numerical Analysis (2014)
    Subjects: “…Natural Sciences — Mathematical Sciences…”
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  20. Identifying an Unknown Coefficient in the Reaction-Diffusion Equation Using He’s VIM

    Published in Advances in Numerical Analysis (2014)
    Subjects: “…Natural Sciences — Mathematical Sciences…”
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