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Journal

Numerical Algorithms

Numerical Algorithms 3/2015

Issue 3/2015

Table of Contents ( 12 Articles )

01-11-2015 | Original Paper | Issue 3/2015

A hybrid iterative method with averaged mappings for hierarchical fixed point problems and variational inequalities

Bin Fan

01-11-2015 | Original Paper | Issue 3/2015

A finite-step construction of totally nonnegative matrices with specified eigenvalues

Kanae Akaiwa, Yoshimasa Nakamura, Masashi Iwasaki, Hisayoshi Tsutsumi, Koichi Kondo

01-11-2015 | Original Paper | Issue 3/2015

Sparse grid quadrature on products of spheres

Markus Hegland, Paul Leopardi

01-11-2015 | Original Paper | Issue 3/2015

Computing recurrence coefficients of multiple orthogonal polynomials

Galina Filipuk, Maciej Haneczok, Walter Van Assche

01-11-2015 | Original Paper | Issue 3/2015

Seventh-order derivative-free iterative method for solving nonlinear systems

Xiaofeng Wang, Tie Zhang, Weiyi Qian, Mingyan Teng

01-11-2015 | Original Paper | Issue 3/2015

A new line search strategy for finding separating hyperplane in projection-based methods

Keyvan Amini, Ahmad Kamandi

01-11-2015 | Original Paper | Issue 3/2015

A family of iterative methods that uses divided differences of first and second orders

J. A. Ezquerro, M. Grau-Sánchez, M. A. Hernández-Verón, M. Noguera

01-11-2015 | Original Paper | Issue 3/2015

Operator compact method of accuracy two in time and four in space for the solution of time dependent Burgers-Huxley equation

R. K. Mohanty, Weizhong Dai, Don Liu

01-11-2015 | Original Paper | Issue 3/2015

The cohesiveness of G-symplectic methods

J. C. Butcher

01-11-2015 | Original Paper | Issue 3/2015

A compact finite difference method for a class of time fractional convection-diffusion-wave equations with variable coefficients

Yuan-Ming Wang

01-11-2015 | Original Paper | Issue 3/2015

On the maximum relative error when computing integer powers by iterated multiplications in floating-point arithmetic

Stef Graillat, Vincent Lefèvre, Jean-Michel Muller

01-11-2015 | Original Paper | Issue 3/2015

A finite difference method for an inverse Sturm-Liouville problem in impedance form

Qin Gao, Zhengda Huang, Xiaoliang Cheng

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