Formulas for the solution of Diophantine equations.

bobbym · 2014-07-07 21:45:37

It did not take long at all. Someone downvoted it and you got a nice comment.

Agnishom · 2014-07-07 22:44:51

Hi individ;

Can you explain the subject matter of this thread as if I am eight?

individ · 2014-07-07 23:50:50

The simple sense.
Opponents argue that there is no possibility to solve Diophantine equations.
I say that there are some equations which can be solved. And the argument here is the formula of the solution.
And they say that all the same it is impossible to solve all formulas are removed.
And in that way and there is a conversation. I write formulas they are washed.

bobbym · 2014-07-08 01:06:21

Those guys there want proofs.

individ · 2014-07-08 02:01:04

What evidence? They can't equation to solve.
Evidence is too early to say. Many issues are and should be solved before that or to prove.

bobbym · 2014-07-08 02:02:38

As one person there said you do not explain how you get any of your formulas. They do not like that.

individ · 2014-07-08 02:11:53

There were not asked. Immediately deleted.
I do not see sense to tell everything.
First, it is necessary that more people learned.

bobbym · 2014-07-08 02:21:43

Is it smart to not do what people who can delete your posts want?

individ · 2014-07-08 02:41:13

The value of the method of calculation is much greater than the threat delete the message.

bobbym · 2014-07-08 03:28:35

I am glad you understand that. Just remember that when you stand up for something you believe in you must accept the consequences.

cmowla · 2014-07-08 05:16:06

individ wrote:

The value of the method of calculation is much greater than the threat delete the message.

Then I don't understand why you post your solutions to begin with.

Do you think that it's *impossible* for someone to figure out how you find these solutions? If not, then if your discovery means anything to you, you need to stop giving your results to people, because someone can come along and figure out your method and legally claim it as his own. Even if you are a genius, there are other geniuses out there. This is just algebra after all.

Your choice to post solutions without explaining a method to get them is going to aggravate anyone who cares about the subject matter, as you are just *teasing* them. If doing this has become a highlight in your life, then by no means stop, but I am puzzled that you are in shock of the reactions you are getting. In fact, I'm surprised they didn't ban you yet for being a *spammer*, because that is exactly how you are behaving as far as forums are concerned.

Forums are not personal blogs (which I see you have one). Forums are a community, and the nature of a community is for its members to share resources with others to benefit all. You're not doing that, and therefore the nature of your contributions, even though they might be great, are of no use to any forum.

For the same reason, I don't see the point of this thread on this *forum* other than being a personal release of satisfaction for yourself. There's nothing wrong with that, but you can't expect anyone, even those who originally were interested, to do anything but ignore you after a short while, which I obviously see here. I mean, what can we say? If you are not willing to post the method, what do you want us to do?

Sure, you find a solution to one D equation which was unknown before and you post it. Great. Then you post solutions for dozens (if not hundreds) of D equations without an explanation. If you sincerely feel that you are benefiting us or anyone else on any other forum by the nature of your posts, can you please tell us how? I'm curious to know.

If you are aware of all of this, then I see no reason why you are complaining.

If you are trying to prove yourself on this forum, you've gotten our attention. What's next?

Last edited by cmowla (2014-07-08 05:29:13)

individ · 2014-07-08 05:42:17

Yes of course! There is always a chance that someone will understand the method of calculation.
Especially when I wrote this number of solutions. But even if the method is someone guesses correctly. There will always be a question. Can I solve the equations on another.

These formulas are no longer published, and I only got the opportunity to promote this method.
Some formulas are needed. If someone can - print.

individ · 2014-07-13 16:39:35

Didn't understand. This is what? The link does not work.

bobbym · 2014-07-13 22:52:47

What link does not work?

individ · 2014-07-13 23:04:28

Sorry. I depicting some problemy were.

individ · 2014-07-15 04:38:02

The system of equations:

the solutions have the form:

- integers.

Interesting. These formulas or not describe all solutions?

individ · 2014-07-16 21:29:33

For the equation:

The solution, you can write.

- what some integer.

Then using the solutions of the equation Pell.

The solutions have the form:

- it is necessary to choose such that decisions were intact.

individ · 2014-07-18 18:03:51

The system of equations:

- the number of whole and of any sign.

To make it easier to write the formula will make a replacement.

Then the solution can be written, and they look like.

individ · 2014-07-19 23:09:13

Equation:

Has another solution.

- integer of any sign.

individ · 2014-07-20 17:33:17

Solutions of the equation:

you can easily write:

When

- odd. Formula gives an odd decision.
The task is certainly simple, but I had to find a formula which would give an odd decision.

individ · 2014-07-20 18:42:09

Though it is necessary to write a more General solution of the equation.

The formula looks like this:

..........................................

For our case, the number

- different parity.

Last edited by individ (2014-07-21 05:17:21)

individ · 2014-07-21 21:09:15

For the equation:

You can simply write symmetric solutions.

- integers asked us and any sign.

individ · 2014-07-22 01:24:39

If you told me to find for a given set.

- integer of any sign.

Then for the equation.

using factorization. In the following manner.

Then the solutions are.

individ · 2014-07-24 02:37:41

I think it is better to rewrite the solution for the more General case.

The decision will write it down.

- integer of any sign. - select no fraction.

It is possible differently. Choose any number "

" and the expression lay at the multipliers.

Then the solution can be written.

If you choose "

" - the numbers so that they were not Pythagorean triples.

We use the solutions of the equation Pell.

Decisions will write it down.

individ · 2014-07-28 17:20:44

To attract attention, it is necessary to solve such a simple equation.

You could take the equation;

And see the look of his decision.

- integers of any sign.

If you ask what number it is.

In the equation.

Decompose the multiplier number and select the number so that solved the linear system of equations.

Then decisions can be recorded.

Last edited by individ (2015-02-20 18:39:59)

Math Is Fun Forum

#201 2014-07-07 21:45:37

Re: Formulas for the solution of Diophantine equations.

#202 2014-07-07 22:44:51

Re: Formulas for the solution of Diophantine equations.

#203 2014-07-07 23:50:50

Re: Formulas for the solution of Diophantine equations.

#204 2014-07-08 01:06:21

Re: Formulas for the solution of Diophantine equations.

#205 2014-07-08 02:01:04

Re: Formulas for the solution of Diophantine equations.

#206 2014-07-08 02:02:38

Re: Formulas for the solution of Diophantine equations.

#207 2014-07-08 02:11:53

Re: Formulas for the solution of Diophantine equations.

#208 2014-07-08 02:21:43

Re: Formulas for the solution of Diophantine equations.

#209 2014-07-08 02:41:13

Re: Formulas for the solution of Diophantine equations.

#210 2014-07-08 03:28:35

Re: Formulas for the solution of Diophantine equations.

#211 2014-07-08 05:16:06

Re: Formulas for the solution of Diophantine equations.

#212 2014-07-08 05:42:17

Re: Formulas for the solution of Diophantine equations.

#213 2014-07-13 16:39:35

Re: Formulas for the solution of Diophantine equations.

#214 2014-07-13 22:52:47

Re: Formulas for the solution of Diophantine equations.

#215 2014-07-13 23:04:28

Re: Formulas for the solution of Diophantine equations.

#216 2014-07-15 04:38:02

Re: Formulas for the solution of Diophantine equations.

#217 2014-07-16 21:29:33

Re: Formulas for the solution of Diophantine equations.

#218 2014-07-18 18:03:51

Re: Formulas for the solution of Diophantine equations.

#219 2014-07-19 23:09:13

Re: Formulas for the solution of Diophantine equations.

#220 2014-07-20 17:33:17

Re: Formulas for the solution of Diophantine equations.

#221 2014-07-20 18:42:09

Re: Formulas for the solution of Diophantine equations.

#222 2014-07-21 21:09:15

Re: Formulas for the solution of Diophantine equations.

#223 2014-07-22 01:24:39

Re: Formulas for the solution of Diophantine equations.

#224 2014-07-24 02:37:41

Re: Formulas for the solution of Diophantine equations.

#225 2014-07-28 17:20:44

Re: Formulas for the solution of Diophantine equations.

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