What is the precise and rigorous meaning of "uniqueness" for the "solution" of a differential equation? Sometimes the domain of the solution has to be restricted, so if we let the domain to change there are always an infinity of "solutions" (intended as function provided with their domain that satisfy a particular differential equation)
precise and rigorous? here??
im sure there are precise and rigorous definitions online ... maybe even from those educational websites :)
http://ecademy.agnesscott.edu/~lriddle/apcalculus/apcentral-domain.pdf this might be better suited for an answer
I am a newbe, by the way, only now I see that this site is mainly for short question and answers
well, its best suited for studying together to clarify concepts rather than in presenting dissertations
I see, no problem, thanks for your answer
youre welcome
if @zarkon is available, he might have something viable to add.
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