References for differential equations

From: pigreco (pigreco03_at_libero.it)
Date: 07/22/04 

Date: Thu, 22 Jul 2004 14:36:55 GMT

I'm searching some references (books, internet pages) to find some theorems
of existence and uniqueness of solutions of an ordinary differential
equation. In particular I'm interested in second order differential
equations.
I hope someone can help me.

Relevant Pages

  • Re: Small Set theory:Revised.
    ... P_defined set" axiom. ... Uniqueness and existence are not immediately clear for each P. ... There cannot exist x such that V is a member of it. ...
    (sci.math)
  • Re: Positive and Negative numbers
    ... But this is equivalent to saying that y,Y are common inverses for x. ... Below I say more about the power and utility of Uniqeness Theorems. ... that's the proof of Inverse Uniqueness I presented above. ... But expanding the Lemma inline into the proof as you've done above ...
    (sci.math)
  • Re: Locally Lipschitz at boundary
    ... \infty) giving local existence and uniqueness on ... locally Lipschitz on a set which isn't open (e.g. [0, ...
    (sci.math)
  • Re: So Farewell Then...
    ... in the age of the internet. ... theorems, unless you regard as theorems the very fundamental ... Interesting point about the value of memory, in an age when almot any ... taught at school. ...
    (uk.media.radio.archers)
  • Re: Positive and Negative numbers
    ... Along with we have another ring theorem (where two operations are ... I note that being able to create proofs for two different theorems ... they are special cases of the general principle ... >> following inverse uniqueness that a,b,c, etc. are the unique ...
    (sci.math)