Mathematics is one of the most important, beneficial and effective study, all over the world. Art is also has a great importance on a society as it includes visuality, emotions and creativity. It is thought that mathematics and art completely different kinds of studies, they have a strong interaction. As mathematics has an important role, its one of the use is in arts. The question that was researched and was used in this study is that “In what ways, does arts be affected by mathematics?” In this study, Fibonacci Numbers, Golden Ratio, Carla Farsi and the Music are studied. First of all, after my researches, I agreed that Fibonacci Numbers and Golden Ratio are the most common relations between maths and art. These two, are not only ...
abstract: This research project dug into mathematics in music, exploring the various ways a number s...
The artist’s vision helps decide what should be created; the mathematician’s insight what can be cre...
This project begins with a look at the history of simple continued fractions and how we have arrived...
For most of the people, mathematics is a school course with symbols and rules, which they suffer und...
The connection between mathematics and art is ancient. In times long ago, scholars did not divide t...
This is a cultural history of mathematics and art, from antiquity to the present. Mathematicians and...
45-48Do art and mathematics go together? Mathematical patterns and symmetry make for good art. And a...
There have been a wide range of any human activities concerning the term of “Art and Mathematics”. R...
There is a long history of interdisciplinary discussions on the relations between science, mathemat...
The history of the development of mathematics and the development of Western music unleashes fascina...
Leonardo Fibonacci (c. 1175 – c. 1250), an Italian mathematician, created different equations and se...
The relationship between composition and mathematics is long-standing, broad and multifaceted and cr...
The Mathematics of beauty and beauty in mathematics are important ingredients in learning in the lib...
The prime intention of this paper is an attempt to illuminate the interconnectedness of Mathematics ...
honors thesisCollege of ScienceMathematicsMaggie CummingsCultures all over the globe utilize both ma...
abstract: This research project dug into mathematics in music, exploring the various ways a number s...
The artist’s vision helps decide what should be created; the mathematician’s insight what can be cre...
This project begins with a look at the history of simple continued fractions and how we have arrived...
For most of the people, mathematics is a school course with symbols and rules, which they suffer und...
The connection between mathematics and art is ancient. In times long ago, scholars did not divide t...
This is a cultural history of mathematics and art, from antiquity to the present. Mathematicians and...
45-48Do art and mathematics go together? Mathematical patterns and symmetry make for good art. And a...
There have been a wide range of any human activities concerning the term of “Art and Mathematics”. R...
There is a long history of interdisciplinary discussions on the relations between science, mathemat...
The history of the development of mathematics and the development of Western music unleashes fascina...
Leonardo Fibonacci (c. 1175 – c. 1250), an Italian mathematician, created different equations and se...
The relationship between composition and mathematics is long-standing, broad and multifaceted and cr...
The Mathematics of beauty and beauty in mathematics are important ingredients in learning in the lib...
The prime intention of this paper is an attempt to illuminate the interconnectedness of Mathematics ...
honors thesisCollege of ScienceMathematicsMaggie CummingsCultures all over the globe utilize both ma...
abstract: This research project dug into mathematics in music, exploring the various ways a number s...
The artist’s vision helps decide what should be created; the mathematician’s insight what can be cre...
This project begins with a look at the history of simple continued fractions and how we have arrived...