The visual and geometric languages combine in the study of classical friezes. Tools of linear algebra are introduced in the mathematical description of these artistic decorations
Symmetry is all around us. It appears on fabrics and on the buildings that surround us. Believe it o...
Mathematics has been used in various areas of human activity, we can observe its role in art since t...
This is a cultural history of mathematics and art, from antiquity to the present. Mathematicians and...
The visual and geometric languages combine in the study of classical friezes. Tools of linear algebr...
The visual and geometric languages combine in the study of classical rose windows. Classification an...
Frieze patterns are two dimensional patterns that respect certain groups of symmetries and are repet...
Lines and surfaces are boundary elements of objects and buildings. Linear Algebra is an elegant and ...
AbstractThe purpose of the article is to present the evolution of the use of mathematical language a...
The terms ornament and decoration, often used interchangeably, express similar concepts with differe...
In this work we are trying to apply to some significant classes of classical or modern architectural...
This paper explores two-way relations between visualizations in mathematics and mathematical art, as...
AbstractEarlier investigations [1] have revealed that mirror double frieze types were used in the or...
According to many university teachers, “geometrical intuition ” can help students in their learning ...
This paper is focused on the geometric interpretation of some algebraic relations defining metallic ...
Fractals are mathematically defined objects with self-similar detail on every level of magnification...
Symmetry is all around us. It appears on fabrics and on the buildings that surround us. Believe it o...
Mathematics has been used in various areas of human activity, we can observe its role in art since t...
This is a cultural history of mathematics and art, from antiquity to the present. Mathematicians and...
The visual and geometric languages combine in the study of classical friezes. Tools of linear algebr...
The visual and geometric languages combine in the study of classical rose windows. Classification an...
Frieze patterns are two dimensional patterns that respect certain groups of symmetries and are repet...
Lines and surfaces are boundary elements of objects and buildings. Linear Algebra is an elegant and ...
AbstractThe purpose of the article is to present the evolution of the use of mathematical language a...
The terms ornament and decoration, often used interchangeably, express similar concepts with differe...
In this work we are trying to apply to some significant classes of classical or modern architectural...
This paper explores two-way relations between visualizations in mathematics and mathematical art, as...
AbstractEarlier investigations [1] have revealed that mirror double frieze types were used in the or...
According to many university teachers, “geometrical intuition ” can help students in their learning ...
This paper is focused on the geometric interpretation of some algebraic relations defining metallic ...
Fractals are mathematically defined objects with self-similar detail on every level of magnification...
Symmetry is all around us. It appears on fabrics and on the buildings that surround us. Believe it o...
Mathematics has been used in various areas of human activity, we can observe its role in art since t...
This is a cultural history of mathematics and art, from antiquity to the present. Mathematicians and...
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