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A New Error in Variables Model for Solving Positive Semi-Definite Linear Systems with Applications to Well-known Control Problems

Type: Journal Paper

Author : Bagherpour, Negin, and Nezam Mahdavi-Amiri.

Publisher: Avestia Publishing

Year: 2017

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New solutions of LR fuzzy linear systems using ranking functions and ABS algorithms

Type: Journal Paper

Author : Reza Ghanbari; Nezam Mahdavi-Amiri

Publisher: Elsevier Science

Year: 2010

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A triangular type-2 multi-objective linear programming model and a solution strategy

Type: Journal Paper

Author : Yashar Maali; Nezam Mahdavi-Amiri

Year: 2014

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Fuzzy LR linear systems: quadratic and least squares models to characterize exact solutions and an algorithm to compute approximate solutions

Type: Journal Paper

Author : Reza Ghanbari; Nezam Mahdavi-Amiri

Year: 2014

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Fuzzy LR linear systems: quadratic and least squares models to characterize exact solutions and an algorithm to compute approximate solutions

Type: Journal Paper

Author : Reza Ghanbari; Nezam Mahdavi-Amiri

Year: 2014

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Design of a neuro-fuzzy–regression expert system to estimate cost in a flexible jobshop automated manufacturing system

Type: Journal Paper

Author : Hamed Fazlollahtabar, Nezam Mahdavi-Amiri

Year: 2013

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Fuzzy LR linear systems: quadratic and least squares models to characterize exact solutions and an algorithm to compute approximate solutions

Type: Journal Paper

Author : Reza Ghanbari; Nezam Mahdavi-Amiri

Year: 2014

Solving bus terminal location problems using evolutionary algorithms

Type: Journal Paper

Author : Reza Ghanbari; Nezam Mahdavi-Amiri

Year: 2011

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A new error in variables model for solving positive definite linear system using orthogonal matrix decompositions

Type: Journal Paper

Author : Negin Bagherpour; Nezam Mahdavi-Amiri

Year: 2015

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Optimal pipe diameter sizing in a tree-structured gas network: a case study

Type: Journal Paper

Author : Amir Mohajeri; Iraj Mahdavi; Nezam Mahdavi Amiri

Year: 2012

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A New Error in Variables Model for Solving Positive Semi-Definite Linear Systems with Applications to Well-known Control Problems

New solutions of LR fuzzy linear systems using ranking functions and ABS algorithms

A triangular type-2 multi-objective linear programming model and a solution strategy

Fuzzy LR linear systems: quadratic and least squares models to characterize exact solutions and an algorithm to compute approximate solutions

Fuzzy LR linear systems: quadratic and least squares models to characterize exact solutions and an algorithm to compute approximate solutions

Design of a neuro-fuzzy–regression expert system to estimate cost in a flexible jobshop automated manufacturing system

Fuzzy LR linear systems: quadratic and least squares models to characterize exact solutions and an algorithm to compute approximate solutions

Solving bus terminal location problems using evolutionary algorithms

A new error in variables model for solving positive definite linear system using orthogonal matrix decompositions

Optimal pipe diameter sizing in a tree-structured gas network: a case study

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A New Error in Variables Model for Solving Positive Semi-Definite Linear Systems with Applications to Well-known Control Problems

New solutions of LR fuzzy linear systems using ranking functions and ABS algorithms

A triangular type-2 multi-objective linear programming model and a solution strategy

Fuzzy LR linear systems: quadratic and least squares models to characterize exact solutions and an algorithm to compute approximate solutions

Fuzzy LR linear systems: quadratic and least squares models to characterize exact solutions and an algorithm to compute approximate solutions

Design of a neuro-fuzzy–regression expert system to estimate cost in a flexible jobshop automated manufacturing system

Fuzzy LR linear systems: quadratic and least squares models to characterize exact solutions and an algorithm to compute approximate solutions

Solving bus terminal location problems using evolutionary algorithms

A new error in variables model for solving positive definite linear system using orthogonal matrix decompositions

Optimal pipe diameter sizing in a tree-structured gas network: a case study