TRANSFORMATION OF A TWO-DIMENSIONAL SPACE TO A SPACE OF THREE discovered by Emil Núñez Rojas

1. INSTITUTE OF APPLIED MATHEMATICS (IMA)
TRANSFORMATION OF A TWO-DIMENSIONAL SPACE
A SPACE OF THREE
By Emil Núñez Rojas
3
On 6 points drawn on paper 4 triangles can be drawn without
repeating a line. These 6 points equals 6 edges of a tetrahedron
and 4 vertices thereof in a three dimensional space
.
Over 12 points drawn on paper can be traced 8 square without
repeating a line. These 12 points are equivalent to 12 edges of a
cube and the 8 vertices of the same.
About 30 points drawn on paper 20 pentagons can be drawn
without repeating a line. These 30 points are equivalent to a 30

2. INSTITUTE OF APPLIED MATHEMATICS (IMA)
edges and 20 vertices pentahedron it.
On infinite points are infinite relations. This is equivalent to a
sphere with infinite vertices. Within it can be drawn as a man of
Vitruvius. Only within a sphere so man can rotate their limbs and
has therefore has more freedom.
Finally, the equation of the relationship between ratio of points on
a plane and solid figures would be as follows:
Where n = 1 is the ratio of a triangle (= 3lados), n = 2 the ratio of
a square (sides = 4), n = 3 the ratio of a pentagon (= 5-sided), n =
4 the ratio of a hexagon (= 6 sides), etc.

3. INSTITUTE OF APPLIED MATHEMATICS (IMA)
The sequence of the solids in your order brings us to the
relationship of the points with a solid sphere according to the
formula.
The formula and the theory contained in this paper is a discovery
of Emil Núñez Rojas and are located in the School of Art Book:
Methods to be original. Lima 2012. Perú.
noverbal@hotmail.com
face book: Emil Francisco Núñez Rojas
cel: 954 638 125