Because of its many uses, the constrained optimization problem is presented in most calculus courses for undergraduate mathematics and economics students. Since the Theorem of Lagrange and the consequential method of Lagrange multipliers (named after Joseph-Louis Lagrange (1736-1813)) provide an appealing strategy for finding the maxima and minima of a function subject to equality constraints, we are interested in studying the teaching of this theorem in both branches of study, mathematics and economics. In particular, this thesis aims to answer the following questions: - What are the main characteristics of the mathematical organizations around Lagrange's Theorem? - What important part does the proof of Lagrange's Theorem play in the teac...
The Lagrange multipliers method is used in mathematical analysis, in mechanics, in economics, and in...
We examine augmented Lagrangians for optimization problems with a single (either inequality or equal...
Lagrange multipliers, penalty methods, and Kuhn-Tucker's theory are some important mathematical tool...
peer reviewedBecause of its many uses, the constrained optimization problem is presented in most ca...
This paper combines Calculus and Programming to solve constrained optimization problems common in ma...
This paper outlines the biography and achievements of Joseph Louis Lagrange (1736–1813) and includes...
1st Annual International Interdisciplinary Conference AIIC 2013, 24-26 April, Azores Islands, Portug...
AbstractThis paper presents an alternative approach to solving a standard problem, frequently encoun...
The method of Lagrange multipliers is a very useful and powerful technique in multivariable calculus...
In the application of multipliers according to Lagrange, it is important to note that the Lagrange i...
We examine and demonstrate the Method of Lagrange Multipliers in Optimization of functions of severa...
This paper presents an alternative approach to solving a standard problem, frequently encountered in...
"This thesis investigates several non-linear analogues of Lagrange functions in the hope of answerin...
We discuss Lagrange multiplier rules from a variational perspective. This allows us to highlight man...
Abstract. So far our approach to classical mechanics was limited to finding a critical point of a ce...
The Lagrange multipliers method is used in mathematical analysis, in mechanics, in economics, and in...
We examine augmented Lagrangians for optimization problems with a single (either inequality or equal...
Lagrange multipliers, penalty methods, and Kuhn-Tucker's theory are some important mathematical tool...
peer reviewedBecause of its many uses, the constrained optimization problem is presented in most ca...
This paper combines Calculus and Programming to solve constrained optimization problems common in ma...
This paper outlines the biography and achievements of Joseph Louis Lagrange (1736–1813) and includes...
1st Annual International Interdisciplinary Conference AIIC 2013, 24-26 April, Azores Islands, Portug...
AbstractThis paper presents an alternative approach to solving a standard problem, frequently encoun...
The method of Lagrange multipliers is a very useful and powerful technique in multivariable calculus...
In the application of multipliers according to Lagrange, it is important to note that the Lagrange i...
We examine and demonstrate the Method of Lagrange Multipliers in Optimization of functions of severa...
This paper presents an alternative approach to solving a standard problem, frequently encountered in...
"This thesis investigates several non-linear analogues of Lagrange functions in the hope of answerin...
We discuss Lagrange multiplier rules from a variational perspective. This allows us to highlight man...
Abstract. So far our approach to classical mechanics was limited to finding a critical point of a ce...
The Lagrange multipliers method is used in mathematical analysis, in mechanics, in economics, and in...
We examine augmented Lagrangians for optimization problems with a single (either inequality or equal...
Lagrange multipliers, penalty methods, and Kuhn-Tucker's theory are some important mathematical tool...