Write4U:
Because that was being described.
Not by me. You just tossed in your own random word salad, as usual.
Because it is appropriate.
You think it is appropriate for you to pretend that you understand what a differential equation is, because you can cut and paste some text from wikipedia or a dictionary?
You think it is appropriate to use the term "differential equation" to mean something other than its accepted meaning in mathematics?
Bizarre and delusional.
Maybe "partial differential equations" would have been more accurate?
I speak in generalities.
You speak far too much about things you clearly do not understand. You don't ask questions. And then, when you make ludicrous errors you double down and insist that, no, you weren't actually wrong, or you didn't mean what you wrote but you meant something else instead, or you try to change the subject by introducing a new irrelevancy.
Generalities my arse. You just make stuff up as you go along and hope that it might sound scientific to somebody. Unfortunately for you, when you're talking to people who have actually put in some proper work and learned some science, you can't get away with pretending to understand things about science that you don't understand.
Moreover, it is almost insulting that you pretend to have expertise when the best you can usually produce on most scientific topics are dictionary definitions accessible within about 30 seconds to anybody who googles the relevant terms.
No, I am inside an expanding mathematical Universe along with some very good company.
You like to think you are.
Yes, I used the terms correctly in context of my posits...
No, you didn't. I know this because, in a number of instances, I carefully explained to you what you got wrong and why it was wrong. So did some other members here.
Yet here you are, a few months later, and you're back recycling the same crap again. Are you trolling? Poor memory retention? Didn't understand the careful explanations given to you previously? Or just too set in your ways to learn anything new or ever change your mind? What?
..., but it seems that there is no attempt at all to use my accompanying supporting sources.
Don't tell lies. I know that I, for one, have commented on various "sources" you have quoted, and you know that too. Usually I have commented in the process of attempting to explain to you why and how you're misinterpreting your sources. Add to that the fact that you often quote sources to try to retcon some bit of word salad you concocted into something that might pass as coherent, and your "sources" are very often completely irrelevant. Moreover, despite my having communicated with you over a period of years on this forum, it seems you haven't at any time considered what my level of expertise might be in the areas you have raised - either that or you're completely unable to judge your own level of expertise relative to mine.
And how do you know that my usage is in error?
Think about it. How could I possibly know when your random usage of scientific terms is in error? Come on, this isn't hard.
Can you demonstrate it, so that I have an opportunity to respond to your narrow interpretation?
Already done, several times over. Have you forgotten our past conversations?
Also, it's not just me. Just a few posts above this one, several
other posters have tried to correct you on your incorrect usage of the word "quantum". They all explained why your usage is incoherent and incorrect, just as I have explained why to you in the past.
This is not about
our "narrow interpretations". This is a simple matter of:
we know what the word means and how it is used, while
you clearly just make it up as you go along, and then pretend you can somehow justify your continuing to use it incorrectly, in spite of all attempts to educate you on the matter.
Perhaps a bit of humility might suit you better, rather than this posturing and pretending all the time.
Partial differential equation
Does that look familiar? Common Denominators! Common function!
Why yes, Write4U. As it happens, I
am familiar with partial differential equations, and I
am also familiar with the heat equation. I don't think you are. I don't think you can explain to me exactly what a differential equation is, in
your own words, or how an ordinary differential equation is different from a partial differential equation. You might try googling these things, of course. But your ability to cut and paste a response won't demonstrate that you understand what you're talking about. Any fool can parrot off a definition.
What's your formal education in mathematics like, Write4U? Did you do lots of maths in your final school year? Did you study any maths beyond high school? Did you take any courses in calculus or differential equations? If you had to guess, would you imagine that
I might have taken some? Suppose I did, and you didn't. Would that make me qualified, in your opinion, to identify somebody who doesn't really understand what a differential equation is, do you think? Do you think that, perhaps, if I had taken a formal calculus course or three, that I might be able to spot a differential-equation pretender from the real deal - you know, somebody who knows what a DE is and even how to solve some of them?
No you don't. Come now. Who do you think you're fooling?
Wrong again. Purely classical, in that case. See what I mean, yet?
James, if you want to move this portion of the thread, I'm game. Don't want to be accused of hijacking.
This is the "post whatever" thread. I guess this is as good a place for your rubbish as anywhere.