Positone vs Positon - What's the difference?
positone | positon |
(mathematics) of a particular kind of eigenvalue problem involving a nonlinear function on the reals that is continuous, positive, and monotone.
* 2004 , Leszek Gasinski, Nikolaos S. Papageorgiou, Nonsmooth Critical Point Theory and Nonlinear Boundary Value Problems , CRC Press, 2004 ISBN 1420035037,
*::
\begin{cases}
-\Delta x(z) = \lambda f (x (z)) \text { for a.a. }z \in \Omega, \\
x, _{\partial \Omega},\ x \ge 0
\end{cases}
*:for under the assumption that is continuous, positive, monotone. For this reason such problems were named positone'' ... If the nonlinearity is continuous, monotone and ,...the the eigenvalue problem is called ''semipositone ...
As an adjective positone
is (mathematics) of a particular kind of eigenvalue problem involving a nonlinear function on the reals that is continuous, positive, and monotone.As a noun positon is
(physics) a positron, especially when compared with a negaton.positone
English
Adjective
(en adjective)page 704
- Finally, we mention that several papers studied nonlinear eigenvalue problems of the form