It is worth noting here that what is at issue is not the interconnection points of graphs, but dynamic developments and temporal graphs, where the geometry is another way to view. That is, it is deformed with respect to time, dynamic, n-dimensions and references, leading to a relativity with respect to time graphs and dynamic graph own and references.
Alluding Bridges of Königsberg can make Graceli bridge, which is replaced enésimos displacements in relation to the dynamics and time, and references.
The Graceli bridge.
Whereas the river to form n lines relative to the time t, and dynamic d, relative to the observer x, y, k [n], dynamic d2, and t2 [x, y, k], with n-bridges, , you can identify a path that crosses all bridges once and return to the starting point?
However, here we must take into account the time, the number of bridges, their dynamics and conditions of the observers.
Bridges of Königsberg.
The problem of Königsberg bridges is an old problem that was solved by Euler, with the creation of graph theory. The problem is the following. Considering a river with two islands and seven bridges as shown in Figure 2, you can identify a path that crosses all bridges once and return to the starting point?
That is, what we have here are graphs with dynamic and temporal variability and n-dimensional, and reference.
It is a system that leaves multiple roots to a central stem, this to a central stem, this for larger branches of these to lower branches of these to leaves, flowers and fruits which develop in various ways in relation to movements of n-dimensions and with respect to time, and also has a second variability in the time and the observer position.
Inasmuch as these changes occur at different rates in each branch, flower, fruit have, so a indeterminalidade for each dynamic and over time.
That is, a indeterminalidade over time, the dynamic n-dimensions and, in relation to the position and observer positions changes.
That is, a general topological system of minute variations, so a general system indeterminalidade.
We have therefore also a transcendent topological algebra, a transcendent geometry, and also a theory of transcendental sets.
formula.
F1 [amtd] [g,f,f,f] [r,c] [rpt].
Form 1, action and temporal dynamic changes, twigs, flowers, leaves, fruits, other dimensions such as rotation and growth, position reference, change positions and observers of time.
transmorfismo dimensional relativistic Graceli.
It is seen that each sheet can be a point in relation to growth [c] with respect to a [i] point in time [t] in relation to the observer [w], that is, what we have are forming interconnections graphs for these variables, ie a relativistic dimensional ¨transmorfismo Graceli¨.
That is, the points are not fixed, and change with the conditions of the components of the trees and observers. Why is a relativistic dimensional transmorfismo.
And with a reflex system forms a time fractual system if the tree is under the action of winds.
Temporal symmetrical fractual can make a list of crossed or parallel points with the real image and the reflected image.
And you can take into account the dynamics of each part of it, thus forming the dimensional symmetrical transmorfismo relativistic.
Imagine several balls being thrown up and all numbered with an interconnection relationship between them, and as a rise other down.
Therefore, it is confirmed a change of position, time, momentum and position of the balls with this what you have are changing relationships between produced mutable forms regarding the amount, dynamics, time, variation, and position in relation to those who observe .
With this we have a transformismo in relation to these physical agents and benchmarks.
A graph G = (V, E) is a non-empty set V, whose elements are called vertices and a set E of edges. An edge is a non-ordered pair (vi, vj), where vi and vj are elements of V. Usually, it uses a graphical representation of a graph. Here is a graph of example, with its graphic representation:
V = {v1, v2, v3, v4, v5} + [t, d, p, v, d] Tg =
+ [T, d, p, v, r] = Tg = + time, momentum, position, range, reference]
E = {a1, a2, a3, a4, a5, a6, a7, a8} + [t, d, p, v, r] = Tg
where a1 = (v1, v2), a2 = (v1, v3) a3 = (v1, v3), a4 = (v2, v3) a5 = (v2, v5) a6 = (V5, v5), a7 = (v3, v5), a8 = (v3, v4) [++ [t, d, p, v, d] = Tg]
As the chosen elements can have a complete graph with regard to dynamics, time, change, position and reference + [t, d, p, v, d] = Tg.
And all these changes as agents and conditions, where the edges may be parallel and some transverse forming a labyrinth against + [t, d, p, v, d] = Tg.
.
The transmorfismo with its edges can be compared to numbers, or even being in relation to the future time, past or present, or even colors and varied forms.
Paradoxes of Graceli.
Why increases as the exponent of the sum of the other two sides the hypotenuse increases its irrational numbers, it becomes an irrational growing almost to infinity.
And why with increasing the size of the legs over the hypotenuse, the hypotenuse also tends to increase toward infinity.
Why following Fibonaci, is a division of the latter number by the former is made, you will have the last absolute number with increasing and decreasing variable.
For any number divided by three becomes a transcendent irrational sequence number, as advances the division of the product by the divisor. [Number of Graceli] [see co-cousins Graceli].
magic divider Graceli [Number 3].
Postulate.
Any number divided by 3 as will product a sequence of equal numbers, progressive, or alternate, these sequences go to the fifth division by three. Or more of the fifth division of profit divided by the same divisor [3].
Example.
Sequential magic formula Graceli co-prime to the theory of numbers.
1/3 = SG1 / d = SG2 / SG3 d = / d = SG4 / d = SG5.
.333333333333333333333333.
.11111111111111111111111
.037037037037037037
.123456789012345678
.00411522633744866
Nenhum comentário:
Postar um comentário