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Problem Posing and Problem Solving in Mathematics Education International Research and Practice Trends
This book presents both theoretical and empirical contributions from a global perspective on problem solving and posing (PS/PP) and their...
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Algorithms for Solving the Inverse Scattering Problem for the Manakov Model
AbstractThe paper considers algorithms for solving inverse scattering problems based on the discretization of the Gelfand–Levitan–Marchenko integral...
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Estimation of the Phase Probability Density Function by Solving the Inverse Problem
AbstractThe article considers the problem of calculating the phase probability density function of a phase-shift-keying signal received under...
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Solving Probabilistic Traveling Salesman Problem
Problem solving under uncertainty has a high impact on the real-world applications, since most real-world optimization problems are inherently...
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A Regularization-Patching Dual Quaternion Optimization Method for Solving the Hand-Eye Calibration Problem
The hand-eye calibration problem is an important application problem in robot research. Based on the 2-norm of dual quaternion vectors, we propose a...
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Generalized Polynomial Method for Solving a Cauchy-Type Problem for one Fractional Differential Equation
In this paper, we examine a Cauchy-type problem for one ordinary differential equation with Riemann–Liouville fractional derivatives. For this...
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Development of an Algorithm for Solving an Asymmetric Routing Problem Based on the Ant Colony Method
One of the major problems of transport logistics is planning optimal delivery routes. Solving this problem leads to combinatorial optimizations that...
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A novel inertial Tseng’s method for solving generalized variational inequality problem
In this paper, we introduce a new map** called h -pseudomonotone map**, which is a generalization of various monotone map**s in the literature....
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Learning to sample initial solution for solving 0–1 discrete optimization problem by local search
Local search methods are convenient alternatives for solving discrete optimization problems (DOPs). These easy-to-implement methods are able to find...
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A Penalty Function Approach for Solving the Linear Trilevel Programming Problem
In this paper, we mainly focus on the solving approach for the linear trilevel programming (LTP) problem. Firstly, based on the lower-level problem’s...
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Teaching Mathematics Through Problem Modelling and Solving
The teaching of mathematics in high school and university and its relationship with problem modelling and solving is at the centre of debate in many...
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Numerical-analytical Methods for Solving the Cauchy Problem for Evolutionary Equations with Memory
AbstractMany applied problems lead to the necessity of solving boundary value problems for evolutionary integrodifferential equations of the first...
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A Jacobian smoothing inexact Newton method for solving the nonlinear complementary problem
In this paper, we propose a Jacobian smoothing inexact Newton-type algorithm for solving the nonlinear complementarity problem by reformulating it as...
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Chelyshkov wavelet method for solving multidimensional variable order fractional optimal control problem
This work presents an effective numerical approach to solving variable-order multi-dimensional fractional optimal control problems. Utilizing...
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A Strong Convergence Result for Solving Split Variational Inequality Problem
The purpose of this work is to investigate a new projection and contraction algorithm for solving split variational inequality problem. The strong...
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Solving the Inverse Magnetoencephalography Problem in the Multidipole Model
AbstractThe author considers ways of localizing the inverse problem of magnetoencephalography (MEG). Localization is important in real clinical...
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A new accelerated algorithm for solving variational inequalities over the solution of multiple set split common fixed point problem
In this paper, we study a variational inequality problem which is defined over the the solution of multiple set split common fixed point problem for...
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A Dual Method for Solving an Equilibrium Problem of a Body Containing a Thin Defect
AbstractAn equilibrium problem of a two-dimensional body with a thin defect whose properties are characterized by a fracture parameter is considered....
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On solving a rank regularized minimization problem via equivalent factorized column-sparse regularized models
Rank regularized minimization problem is an ideal model for the low-rank matrix completion/recovery problem. The matrix factorization approach can...
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On the MDM Method for Solving the General Quadratic Problem of Mathematical Diagnostics
AbstractThe term “mathematical diagnostics” was introduced by V. F. Demyanov in the early 2000s. The simplest problem of mathematical diagnostics is...