Researchr is a web site for finding, collecting, sharing, and reviewing scientific publications, for researchers by researchers.
Sign up for an account to create a profile with publication list, tag and review your related work, and share bibliographies with your co-authors.
Peter M. Dower, William M. McEneaney. A Max-plus Dual Space Fundamental Solution for a Class of Operator Differential Riccati Equations. SIAM J. Control and Optimization, 53(2):969-1002, 2015. [doi]
Possibly Related PublicationsThe following publications are possibly variants of this publication: Max-plus fundamental solution semigroups for dual operator differential Riccati equationsPeter M. Dower, William M. McEneaney. aucc 2014: 19-24 [doi] A max-plus primal space fundamental solution for a class of differential Riccati equationsPeter M. Dower, Huan Zhang. mcss, 29(3), 2017. [doi] Using semiconvex duality and max-plus analysis to obtain a new fundamental solution for the differential riccati equationWilliam M. McEneaney. cdc 2007: 4761-4766 [doi] A max-plus based fundamental solution for a class of infinite dimensional Riccati equationsPeter M. Dower, William M. McEneaney. cdc 2010: 615-620 [doi] Max-plus fundamental solution semigroups for a class of difference Riccati equationsHuan Zhang, Peter M. Dower. automatica, 52:103-110, 2015. [doi] A max-plus fundamental solution semigroup for a class of lossless wave equationsPeter M. Dower, William M. McEneaney. siamct 2015: 400-407 [doi]
The following publications are possibly variants of this publication: