Wednesday, October 17, 2007

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Division by zero: Conjecture on conjecture or NO LIFE Persephone.


Conjecture 1: The Non-Life abhors the Non-Life!


This explains the generation of orthonormal dividing 0R/0R.
n times for n dimensions.


The Non-Life still looking for "the greatest possible distance" between objects in non-life identical.
Nonlife 3 on the x axis will try to be as far as possible from non-life 3-on-axis y and so on for all numbers in non-life, and all axes.
Up to three dimensions, it is easy to see that the largest distance is obtained orthogonally. But what about from the 4th dimension and for the following?
It seemed funny to call this conjecture Persephone (in Greek Περσεφόνη) with reference to mythology. Indeed, the goddess of the underworld has the particularity to have a horror of death. It does not support anything that humans "feel" of death. This paradox is not surprising in itself and is one of the bases of Orphism.

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Division by zero: the zero matrix of R is, it generates orthonormal!

The orthonormal generated by division by zero zero R by itself is NON-LIFE always relative to space LIFE or calculation. They serve only to position the mathematical objects used in LIFE.

0R/0R generates a reference to one dimension.

0R/0R/0R generates a reference to two dimensions.

0R/0R/0R/0R generates a reference to THREE dimensions.

0R/0R/0R/..../0R (n divisions by zero R) generates an n-dimensional mark.

Tuesday, October 16, 2007

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Division by zero: a simple algebraic demonstration


In R, the set of real numbers, we will try to divide it by any real zero of R.

But first, what is a division? Simply a series of subtractions. For example, if we divide 12 by 3: 12 / 3 = 4, we only subtract four times three to twelve get zero.

What happens if we divide 12 by 0. Well, it does absolutely nothing happens for the simple reason that in this sense of the subtraction, only this one, zero is neutral. Example: 12-0-0-0-0-0-0 ...... = 12!! So mathematics

surface is perfectly fair when they say that division by zero is not feasible. Nothing to say, it is easily provable and demonstrable mathematical life or surface.

By cons, if we take as a definition "How many times can I escape?" then we get a stunning result: Rs. Indeed, whatever x belonging to R, I can subtract x times 0 and y but without finishing the division, without having begun even as there is not at all divided. Thus we see that R is the solution to the question: "How many times can I subtract?" But NO LIFE, so in memory.

In R:

y / 0 = NO LIFE R

Monday, October 15, 2007

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Division by zero: a demonstration to show you that our solution is robust and fair. Ivano Ghirardini demonstration in 1971.

The of proof is very simple in R, all based on an actual visualization of the result geometrically. These figures above show why division by zero LIFE has no solution and why INFINITY IS NOT AND CAN NOT BE THE SOLUTION. This demonstration shows why the concept of limits leads and misled so many mathematicians. Yet this demonstration is understandable for a student level of a second. Was it just a little imagination?

-----------------------------

y = a / x for x = 0

In an orthogonal classic, I'll draw a line parallel to the Delta x-axis and passing on the y-axis by a point a.

I'm building a straight delta 'which I use to "see" the result of my divisions on the right delta. Delta is determined by x and y '(two points)

Then I project the result y' orthogonally on the x-axis

y 'is the intersection of the delta and delta' and I then projects the result to x.

if x belongs to [1, infinity [there is a equipotence with y ' belongs to] 0,1]

if x belongs to] 0,1] there is a equipotence with y 'belongs to [1, infinity [

But for x = 0

It can not be displayed results because delta and delta 'are parallel!!

But if you look closely: Delta 'and the x-axis are combined, then the projection gives R in full, in full, but this IS NOT A SOLUTION IN LIFE! What has misled fanatics limits is that the R c of the continuum from Cantor and therefore we are in the presence of a transfinite number.

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Division by zero: how to pass Life in Non-Life and vice versa, in a simple example!

Figure 1:
R1 is LIFE
R2, R3, R4 are NOT LIFE.
Zero is the common intersection of these 4 sets of which only one is alive.
Nonvi R1 = R2 = R3 = R4
We are on R1 (BE). And therefore R2, R3, R4 exist so memorial (NOT BE). We're not in a plane or space, but in 4 different worlds which only one is alive. We must understand this and not to entangle Brush surface with mathematics.

FIG 2:
I do a transaction between two elements from two different worlds. I divide any element of R1 by a number of non-life and belongs
R2 to R1
non-life b belongs to non-life R2
a / b Nonvi returns in Life
R2 R2 rose alive R1 in non-life. I can only be in one universe at a time.

Sunday, October 14, 2007

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Division by zero: IS ANY THEORY OF SETS Zermelo FRAENKEL is shattered!!

Cantor them is much higher! That's my point of view.

Zermelo Fraenkel did not understand the zero, but set theory is good for many uses.

Mathematics are tools made to serve. They should not pretend to absolute.

IT IS USED SO THERE IS A LEARNING MATHEMATICS IN NO LIFE IF YOU DO NOT NEED.

What can they serve? In computer already, they are full of applications. For coding, for astrophysics, for the "mystical", they are great.

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Division by zero: Not only the zeros are not "unique", we already knew, but they also behave like sets.

Notions of subsets, properties inclusions, the operations of unions, intersections, etc. ... apply to the zeros that are more than empty sets on the surface.
These properties are for the numbers in non-life or non-living elements contained by the zeros of how similar they are set to zeros.

Saturday, October 13, 2007

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BE OR NOT TO BE?

Lemma 8 (Together and its non-life): it is possible to be in one set and therefore a single set may be alive.

Example: A, B two sets as B = Non-life of A.
taken separately, you have two identical sets BUT NOT CONFUSED.

You could only be either A or in B but not both at once.

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Division by zero: Dividing a number by a number of Life in Non-Life

Lemma 7: The division of a number of life belonging to a set alive by a number in a set of non-life non-life has the effect of restitution of the entire life together No Life.

This is a key point to explain and help you "visualize" the division by zero.

Example:
life is a life of belonging to A, is not life-owned non-life-b of B such that A = Non-Life B.

life of a / b = non-life B
B is returned in full and becomes all alive.
A passes in Non-Life.

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Division by zero: Dividing a number of non-life by a number in

Lemma 6: The division of a number of non-life by a number of life have led us to a result in non-life by enumeration of two items that both become non-life.
Yes, I know, it's a bit cumbersome to write but it is an obvious result if you understand what I say.
But nothing can match a simple example:
is not a life-owned non-life of A, life is life b belonging to B. and such that A is not the life of B.
not life a / b = enum life (not a life, not life b)
But having done this does not result in BE A. zero of B has absorbed the result.
Try to visualize this, visualize the operation.

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Life Division by zero: The Big Bang precursor of Evariste Galois: 0 / 0.


This valiant Evariste boiled ideas.
With the mathematics of life we can not ask equations at first sight would be "crazy" but all have soltutions clear once we understand these operations and changes in Non-Life and Life.
Example:
0R Non-Life / Non-Life 0R (Non-Life division of the zero of the real numbers by itself)

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Division by zero: Enumerations in Non-Life

Lemma 5: The type operations addition or multiplication performed on a set of non-life with numbers in life have not always result in an ordered list of numbers or not Not used in life.

Ex: (Non-life of a * (b + Non-life Life Non c)) * Non-life of d = enum (not a life, not life b, c non-life, not life d)

There is a simple reason for that: transactions are not possible in non-life!

Friday, October 12, 2007

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Evariste Galois was indeed a precursor of the division by zero: the evidence, he did not hesitate to ask.



And also the formula of the big bang: 0 / 0!!

From that to thinking that Galois was more modern and advanced than our brave Albert Einstein ... Yes, yes, I think.

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new maths symbols = new

They are more convenient to write formulas and give greater clarity and avoid confusion Life and Non Life or memory.

Compare Life Not a concept in mind, a pure informative is a good approximation to "see" the theory.

Generates symbol or Renders is much better than the equal symbol (=) or equivalent because it gives this impression of transformation. It can pass information to life.

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Division By Zero: We must be logical and coherent





Phew, a little post relaxation to relax before going to harder!

But if you are ok:
http://01-logic.blogspot.com/


A blog to remember the basics.



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Division by zero: distributivity by addition or multiplication

Lemma 3: In a multiplication of several elements together, it is sufficient that one of them is in life not for the result to be non-life.
Ex: a * b * c * d * e = non-life non-life (a * b * c * d * e)

Lemma 4:
non-life (a * b * c) = non-life (a + b + c) = a + non-life non-life Non-life of b + c

OPERATIONS IN NON-LIFE IS NOT ACTIVE! ITEMS ARE DIFFERENT!

is to stay consistent and coherent: Operations can be performed on all property and life, one where we are.

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Division by zero: General lemmas on simple operations.

Lemma 1: The Non-Life of a number is a neutral element in the Life of a number by addition.
Ex: No life of a + b = Life Life
b
Lemme2: The Life of a No number is absorbent on the Life of a number by multiplication.
Ex: Non-Life Life of a * b = No Life (a * b)

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Division by zero. Simple Operations on Numbers in Non-Life. Multiplications - simple rules

Non Life of a * b Non-Life = No life (a * b)
Non-Life Life of a * b = No Life (a * b)
Life and thus b = b ????? No Life

We would be in contradiction?
Not at all and that's where it gets complicated mentalise, to really understand. Understand the concept of IS or IS NOT.

B LIFE IS WELL NOT EQUAL LIFE B!

THESE ARE TWO NUMBERS PERFECTLY IDENTICAL BUT ONE IS IN ALL IN LIFE AND IN ALL THE OTHER IN NO LIFE. THE CONCEPT IS TO BE OR NOT IN A PACKAGE THAT MAKES THE DIFFERENCE. AND IT'S JUST THE CONCEPT OF SUMMER WHO IS THAT YOU ARE IN A LIFE TOGETHER OR NOT, AND THUS THE "COPY" IN LIFE NO.

Take your time. Once you understand these concepts, it will become easier. Forget what you think you know and all references to mathematics "surface". Make an effort of abstraction. Cool, relaxing ....

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Division by zero. Simple Operations on Numbers in Non-Life. Multiplications

Life of a Non-Life * b = b * Non-Life Life of a
Commutativity generalized to all sets (including if * is not commutative in life? But probably to verify )

Life of a * b = No Life Non-Life (a * b)

NON ABSORB LIFE LIFE

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Division by zero. Simple Operations on Numbers in Non-Life. Additions

Non Life of a + b Non-Life = No Life + b Non-Life has.
commutativity is general for all sets (even on life in addition is not commutative? Check).

Also:

Non Life of a + b Non-Life = No Life (a + b) Non-Life

a + (b + Non-Life Non-Life c) = Non-Life ( a + b + c) --------------------------


Life of a + b = Non-Life Life of a + No Life = No life b b + Life a = LIFE has
Non Life of x is by adding a neutral element in Life

Thursday, October 11, 2007

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I am copying from anywhere but the copies come from those who do not understand anything. An archive:

concepts derived from the primitive Orphism.
When will understand, they will all want to say they were the first.
Well, I'm not going to remake the world and I do not care a bit.
I took the precaution of the TGI file Bonneville to donate to the public domain.
What can really understand the subtleties of the concept of Life and Non Life should not be so many!