This is the 10th volume of The Mathematics Enthusiast, consisting of 500+ pages in 18 articles that give reflections, directions and the state of the art of mathematical problem solving as it relates to the field of mathematics education. This impressive collection compiled and guest edited by Manuel Santos-Trigo and Luis Moreno-Armella contains a treasure trove of scholarship from both the pioneers of this area of research (Alan Schoenfeld, Richard Lesh, Frank Lester, among others) as well as reports on new areas of study from Mexico, France and Spain. Two of the articles (Mamona-Downs & Downs, Selden & Selden) discuss the connections between problem solving and proof, and one piece (Flores & Braker) explores an interesting op...
Problem solving is not only an instructional goal, but also an instructional method. As an instructi...
In this article, the author, who has written extensively about mathematical problem solving over the...
Research on problem solving in the mathematics curriculum has spanned many decades, yielding pendulu...
Any field of research and innovation must be exposed to revisions, criticisms and to an intense scru...
In this article, the author reflects on the current state of mathematical problem solving, both in t...
The preeminence of increased problem-solving ability as a goal of mathematics instruction has long b...
Abstract: In this article, the author, who has written extensively about mathematical problem solvin...
The teacher plays an important role in problem solving in school, with knowledge, problem selection...
Problem solving is fundamental not only to the learning and application of mathematics, but to all w...
The life and soul of any science are its problems. This is particularly true of mathematics, which, ...
As noted in the last bibliography of Human Problem Solving compiled by Joachim Funke and reported in...
In this paper, I do a historical review of the concept of Problem Solving, and make some considerati...
Problem solving is a cornerstone of the school mathematics curricula in many countries, as it is an ...
In this article, I model how a problem-posing framework can be used to enhance our abilities to syst...
The collection of articles in this special issue highlights the importance of problem posing from bo...
Problem solving is not only an instructional goal, but also an instructional method. As an instructi...
In this article, the author, who has written extensively about mathematical problem solving over the...
Research on problem solving in the mathematics curriculum has spanned many decades, yielding pendulu...
Any field of research and innovation must be exposed to revisions, criticisms and to an intense scru...
In this article, the author reflects on the current state of mathematical problem solving, both in t...
The preeminence of increased problem-solving ability as a goal of mathematics instruction has long b...
Abstract: In this article, the author, who has written extensively about mathematical problem solvin...
The teacher plays an important role in problem solving in school, with knowledge, problem selection...
Problem solving is fundamental not only to the learning and application of mathematics, but to all w...
The life and soul of any science are its problems. This is particularly true of mathematics, which, ...
As noted in the last bibliography of Human Problem Solving compiled by Joachim Funke and reported in...
In this paper, I do a historical review of the concept of Problem Solving, and make some considerati...
Problem solving is a cornerstone of the school mathematics curricula in many countries, as it is an ...
In this article, I model how a problem-posing framework can be used to enhance our abilities to syst...
The collection of articles in this special issue highlights the importance of problem posing from bo...
Problem solving is not only an instructional goal, but also an instructional method. As an instructi...
In this article, the author, who has written extensively about mathematical problem solving over the...
Research on problem solving in the mathematics curriculum has spanned many decades, yielding pendulu...