Approximation–Theoretic Derivation of Logarithmic Entropy Principles for Inverse Problems and Unique Extension of the Maximum Entropy Method to Incorporate …
LK Jones - SIAM Journal on Applied Mathematics, 1989 - SIAM
The minimum distance approach for reconstructing a positive function based on knowledge
of finitely many linear functional values is examined. Two important classes of directed …
of finitely many linear functional values is examined. Two important classes of directed …
[引用][C] Approximation-theoretic derivation of logarithmic entropy principles for inverse problems and unique extension of the maximum entropy method to incorporate …
LK JONES - SIAM journal on applied mathematics (Print), 1989 - pascal-francis.inist.fr
Approximation-theoretic derivation of logarithmic entropy principles for inverse problems and
unique extension of the maximum entropy method to incorporate prior knowledge CNRS …
unique extension of the maximum entropy method to incorporate prior knowledge CNRS …
Approximation-Theoretic Derivation of Logarithmic Entropy Principles for Inverse Problems and Unique Extension of the Maximum Entropy Method to Incorporate Prior …
LK Jones - SIAM Journal on Applied Mathematics, 1989 - search.proquest.com
The minimum distance approach for reconstructing a positive function based on knowledge
of finitely many linear functional values is examined. Two important classes of directed …
of finitely many linear functional values is examined. Two important classes of directed …
Approximation-Theoretic Derivation of Logarithmic Entropy Principles for Inverse Problems and Unique Extension of the Maximum Entropy Method to Incorporate Prior …
LK Jones - SIAM Journal on Applied Mathematics, 1989 - JSTOR
The minimum distance approach for reconstructing a positive function based on knowledge
of finitely many linear functional values is examined. Two important classes of directed …
of finitely many linear functional values is examined. Two important classes of directed …
Approximation-theoretic derivation of logarithmic entropy principles for inverse problems and unique extension of the maximum entropy method to incorporate prior …
LK Jones - SIAM Journal on Applied Mathematics, 1989 - dl.acm.org
Approximation-theoretic derivation of logarithmic entropy principles for inverse problems and
unique extension of the maximum entropy method to incorporate prior knowledge | SIAM Journal …
unique extension of the maximum entropy method to incorporate prior knowledge | SIAM Journal …