numbersproj.com numbersproj.com

numbersproj.com

Numbers

The Numbers project is about the manipulation, visualization and experiencing of various phenomena about numbers. Through interpretive series of interactive web experiments, the artist yearns to provide telling insights that will lead to deeper appreciation of numbers.

http://www.numbersproj.com/

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Numbers | numbersproj.com Reviews
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The Numbers project is about the manipulation, visualization and experiencing of various phenomena about numbers. Through interpretive series of interactive web experiments, the artist yearns to provide telling insights that will lead to deeper appreciation of numbers.
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1 sim boon long
2 numbers
3 numeric
4 notations
5 generative
6 web
7 experiments
8 data
9 visualization
10 interactive
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Page content here
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bers,the numbers,project,about the artist,prime,fibonacci,fractal
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Numbers | numbersproj.com Reviews

https://numbersproj.com

The Numbers project is about the manipulation, visualization and experiencing of various phenomena about numbers. Through interpretive series of interactive web experiments, the artist yearns to provide telling insights that will lead to deeper appreciation of numbers.

INTERNAL PAGES

numbersproj.com numbersproj.com
1

Fractal

http://www.numbersproj.com/fractal

No of faces in a tetrahedron ( f ) = 4. No of tetrahedrons = ( ( f. 1 ) ÷ 3 =. Immerse into the infinity of fractals in the tetrahedron variation. Fractal is not a number. It has no whole number dimension. Instead, it has an irrational number dimension. Fractals are known for its self-similarity property, in which a small extract of the shape looks the same as the entire shape. Fractals occur naturally in nature such snowflakes and ferns.

2

Pi

http://www.numbersproj.com/pi

Circumference ( c ) ≈. Diameter ( d ) ≈. Pi: c÷d ( Π ) ≈. Explore the consistency and beauty of Pi. 928;, the Greek symbol for Pi, is an irrational number and more distinctively known as a transcendental number. It is a fractional number, obtained by dividing circumference of a circle by its diameter. A close approximation that many schools teach is. Which is around 3.14. The Pi ratio holds true for all circles of any size. Circle, is the most efficient shape possible.

3

e

http://www.numbersproj.com/e

Next area = current area * (. Examine the exponential effects of. In the form of geometric progression. Also known as Euler's number, is a mathematical constant that converges to approximately 2.71828. Like Pi, it is an irrational and transcendental number. Is the base rate of growth shared by all continuous compounding processes. Is expressed as ( 1 ( 1/n ) ). Euler's number is named after Swiss mathematician, Leonhard Euler. Is used in the study of compound interest in finance and economics.

4

Fibonacci

http://www.numbersproj.com/fibonacci

Geometric Ratio ≈. Discover the patterns of Fibonacci numbers in the golden spiral. 934;, the Greek symbol for Phi, is referred to as the golden. Section. The geometric ratio of 0.618:1 or 1:1.618, is known as the golden mean. Ratio is derived from the Fibonacci number sequence in which each number is the sum the two preceding numbers. The Phi ratio is obtained by (1 √ 5. The Fibonacci sequence is named after the Italian mathematician, Leonardo Fibonacci.

5

Prime

http://www.numbersproj.com/prime

Range ( x ) =. Estimated no. of primes in x (PNT) ≈ x ÷ log( x ) ≈. No of actual primes =. Listen to the frequencies of primes in their distributed intervals. A prime number is a natural number that only can be divided by 1 and itself. They are the most basic units or atoms of numbers, since they cannot be divided further. Any positive integer can be ultimately broken down into prime number factors. Primes are all odd numbers, with the only exception of prime number "2".

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Numbers

Numbers are everywhere. Most people knew them solely as numeric notations. Yet, their mystic qualities never cease to awe. Numbers are the embodiment of truth and beauty. They are the only universal language understood across cultures. Project is about the manipulation, visualization and experiencing of various phenomena about numbers. Through interpretive series of interactive web experiments, the artist. Yearns to provide telling insights that will lead to deeper appreciation of numbers.

numbersproject.com numbersproject.com

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The general objective of this project is to explain the concept of natural number. Studying these mathematical entities is important because of their broad use in many reasoning processes and in the very practice of science. Different disciplines study natural numbers under many different incomparable angles:. In mathematics as abstract entities,. In computer sciences, as certain class of inscriptions,. In linguistics as quantifiers,. In psychology as mental representations,. This list is not exhaustive.

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