Re: inverse squared type curve
- From: "Narasimham" <mathma18@xxxxxxxxxxx>
- Date: 17 Dec 2005 11:09:29 -0800
> It appears to me that you did not state your problem clearly.
No. Supposing integral [ ds] is to be minimized, solutions are
geodesics of least length, i.e., all straight lines in 2-D. When
end-points are defined it could be fixed on the co-ordinate grid. The
general curve is determined already upto the constants of integration.
.
- References:
- inverse squared type curve
- From: Narasimham
- Re: inverse squared type curve
- From: TCL
- inverse squared type curve
- Prev by Date: Re: Please help with wikipedia's article on Arabic Numerals that's falling victim to vandalism
- Next by Date: Re: about Rudin
- Previous by thread: Re: inverse squared type curve
- Next by thread: Representation of analytic functions
- Index(es):