Niyilium Posted March 6, 2019 Posted March 6, 2019 (edited) I need someone to tell me what u(.,t) means when u is a function of x and t. x is in Rn Edited March 6, 2019 by Niyilium Incomplete
taeto Posted March 6, 2019 Posted March 6, 2019 It means the function defined on \(\mathbb{R}^n\) that maps \(x\) to \(u(x,t).\)
HallsofIvy Posted March 9, 2019 Posted March 9, 2019 For example, if u(x, t)= x2+ t2 then u(., t) is the function that takes 3 to the function u(3, t)= 9+ t2, that takes 5 to u(5, t)= 25+ t2, etc. It maps a number to a function.
Strange Posted March 9, 2019 Posted March 9, 2019 Is this the same as currying? (I have never seen this notation before .... )
taeto Posted March 9, 2019 Posted March 9, 2019 1 hour ago, HallsofIvy said: For example, if u(x, t)= x2+ t2 then u(., t) is the function that takes 3 to the function u(3, t)= 9+ t2, that takes 5 to u(5, t)= 25+ t2, etc. It maps a number to a function. This is not an example of what I wrote . It also makes sense, but I cannot recall having seen it before.
Recommended Posts
Create an account or sign in to comment
You need to be a member in order to leave a comment
Create an account
Sign up for a new account in our community. It's easy!
Register a new accountSign in
Already have an account? Sign in here.
Sign In Now