KF33 Messages 19 Reaction score 0 Thread starter Jun 18, 2016 #1 I was looking at this definition of a contractive function and the only difference I saw between it and a Lipschitz function was the b and M. I am just wondering how you look at the connections between them. Attachments contractive.PNG 6 KB · Views: 561
I was looking at this definition of a contractive function and the only difference I saw between it and a Lipschitz function was the b and M. I am just wondering how you look at the connections between them.
wrobel Science Advisor Insights Author Messages 1,336 Reaction score 1,121 Jun 18, 2016 #2 for contraction mapping the main thing is that ##b<1##. Moreover, contraction takes a metric space into itself. Each contraction is a Lip. mapping
for contraction mapping the main thing is that ##b<1##. Moreover, contraction takes a metric space into itself. Each contraction is a Lip. mapping