Add to ORKGExplores the significance of the Fibonacci-type number sequence 5, 7, 12, 19, 31 in the theory and practice of musical modes and temperament, and the curious significance of these same numbers in the structure of calendars in both western and eastern cultures
Musical scales may be interpreted as specific increasing sequences of real numbers. Periodic scales,...
The prime intention of this paper is an attempt to illuminate the interconnectedness of Mathematics ...
Atonal music is generally perceived as opaque and difficult to understand because it rarely makes au...
abstract: This research project dug into mathematics in music, exploring the various ways a number s...
Many composers of the 20th century used Fibonacci numbers and the golden ratio in their works. None ...
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 numbers in the so-called Fibonacci Sequence express Euclid’s division in extreme and mean ratio ...
The intimate association between mathematics and music can be traced to the Greek culture. It is wel...
Mathematics and music have well documented historical connections. Just as the ordinary Fibonacci nu...
In this paper there is investigated the problem of music and mathematics interaction that continues ...
Mathematics and Music, the most sharply contrasted fields of scientific activity which can be found,...
Thinking in numbers, figures and systems plays a central part in our - at least scientific – underst...
Links between music and mathematics is always been an important research topic ever. Serious attempt...
Historically, composers have used methods in addition to inspiration in writing music. Regardless of...
Musical scales may be interpreted as specific increasing sequences of real numbers. Periodic scales,...
The prime intention of this paper is an attempt to illuminate the interconnectedness of Mathematics ...
Atonal music is generally perceived as opaque and difficult to understand because it rarely makes au...
abstract: This research project dug into mathematics in music, exploring the various ways a number s...
Many composers of the 20th century used Fibonacci numbers and the golden ratio in their works. None ...
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 numbers in the so-called Fibonacci Sequence express Euclid’s division in extreme and mean ratio ...
The intimate association between mathematics and music can be traced to the Greek culture. It is wel...
Mathematics and music have well documented historical connections. Just as the ordinary Fibonacci nu...
In this paper there is investigated the problem of music and mathematics interaction that continues ...
Mathematics and Music, the most sharply contrasted fields of scientific activity which can be found,...
Thinking in numbers, figures and systems plays a central part in our - at least scientific – underst...
Links between music and mathematics is always been an important research topic ever. Serious attempt...
Historically, composers have used methods in addition to inspiration in writing music. Regardless of...
Musical scales may be interpreted as specific increasing sequences of real numbers. Periodic scales,...
The prime intention of this paper is an attempt to illuminate the interconnectedness of Mathematics ...
Atonal music is generally perceived as opaque and difficult to understand because it rarely makes au...