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An adaptive multilevel radial basis function scheme for the HJB equation * *This research work has been partially supported by the INDAM-GNCS project Metodi ad alta risoluzione per...
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Zeitschriftentitel: | IFAC-PapersOnLine |
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Personen und Körperschaften: | , , , |
In: | IFAC-PapersOnLine, 50, 2017, 1, S. 1643-1648 |
Format: | E-Article |
Sprache: | Englisch |
veröffentlicht: |
Elsevier BV
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Schlagwörter: |
author_facet |
Ferretti, G. Ferretti, R. Junge, O. Schreiber, A. Ferretti, G. Ferretti, R. Junge, O. Schreiber, A. |
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author |
Ferretti, G. Ferretti, R. Junge, O. Schreiber, A. |
spellingShingle |
Ferretti, G. Ferretti, R. Junge, O. Schreiber, A. IFAC-PapersOnLine An adaptive multilevel radial basis function scheme for the HJB equation * *This research work has been partially supported by the INDAM-GNCS project Metodi ad alta risoluzione per problemi evolutivi fortemente nonlineari and by TU Munich and Roma Tre University Control and Systems Engineering |
author_sort |
ferretti, g. |
spelling |
Ferretti, G. Ferretti, R. Junge, O. Schreiber, A. 2405-8963 Elsevier BV Control and Systems Engineering http://dx.doi.org/10.1016/j.ifacol.2017.08.331 An adaptive multilevel radial basis function scheme for the HJB equation * *This research work has been partially supported by the INDAM-GNCS project Metodi ad alta risoluzione per problemi evolutivi fortemente nonlineari and by TU Munich and Roma Tre University IFAC-PapersOnLine |
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title |
An adaptive multilevel radial basis function scheme for the HJB equation * *This research work has been partially supported by the INDAM-GNCS project Metodi ad alta risoluzione per problemi evolutivi fortemente nonlineari and by TU Munich and Roma Tre University |
title_unstemmed |
An adaptive multilevel radial basis function scheme for the HJB equation * *This research work has been partially supported by the INDAM-GNCS project Metodi ad alta risoluzione per problemi evolutivi fortemente nonlineari and by TU Munich and Roma Tre University |
title_full |
An adaptive multilevel radial basis function scheme for the HJB equation * *This research work has been partially supported by the INDAM-GNCS project Metodi ad alta risoluzione per problemi evolutivi fortemente nonlineari and by TU Munich and Roma Tre University |
title_fullStr |
An adaptive multilevel radial basis function scheme for the HJB equation * *This research work has been partially supported by the INDAM-GNCS project Metodi ad alta risoluzione per problemi evolutivi fortemente nonlineari and by TU Munich and Roma Tre University |
title_full_unstemmed |
An adaptive multilevel radial basis function scheme for the HJB equation * *This research work has been partially supported by the INDAM-GNCS project Metodi ad alta risoluzione per problemi evolutivi fortemente nonlineari and by TU Munich and Roma Tre University |
title_short |
An adaptive multilevel radial basis function scheme for the HJB equation * *This research work has been partially supported by the INDAM-GNCS project Metodi ad alta risoluzione per problemi evolutivi fortemente nonlineari and by TU Munich and Roma Tre University |
title_sort |
an adaptive multilevel radial basis function scheme for the hjb equation * *this research work has been partially supported by the indam-gncs project metodi ad alta risoluzione per problemi evolutivi fortemente nonlineari and by tu munich and roma tre university |
topic |
Control and Systems Engineering |
url |
http://dx.doi.org/10.1016/j.ifacol.2017.08.331 |
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author | Ferretti, G., Ferretti, R., Junge, O., Schreiber, A. |
author_facet | Ferretti, G., Ferretti, R., Junge, O., Schreiber, A., Ferretti, G., Ferretti, R., Junge, O., Schreiber, A. |
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spelling | Ferretti, G. Ferretti, R. Junge, O. Schreiber, A. 2405-8963 Elsevier BV Control and Systems Engineering http://dx.doi.org/10.1016/j.ifacol.2017.08.331 An adaptive multilevel radial basis function scheme for the HJB equation * *This research work has been partially supported by the INDAM-GNCS project Metodi ad alta risoluzione per problemi evolutivi fortemente nonlineari and by TU Munich and Roma Tre University IFAC-PapersOnLine |
spellingShingle | Ferretti, G., Ferretti, R., Junge, O., Schreiber, A., IFAC-PapersOnLine, An adaptive multilevel radial basis function scheme for the HJB equation * *This research work has been partially supported by the INDAM-GNCS project Metodi ad alta risoluzione per problemi evolutivi fortemente nonlineari and by TU Munich and Roma Tre University, Control and Systems Engineering |
title | An adaptive multilevel radial basis function scheme for the HJB equation * *This research work has been partially supported by the INDAM-GNCS project Metodi ad alta risoluzione per problemi evolutivi fortemente nonlineari and by TU Munich and Roma Tre University |
title_full | An adaptive multilevel radial basis function scheme for the HJB equation * *This research work has been partially supported by the INDAM-GNCS project Metodi ad alta risoluzione per problemi evolutivi fortemente nonlineari and by TU Munich and Roma Tre University |
title_fullStr | An adaptive multilevel radial basis function scheme for the HJB equation * *This research work has been partially supported by the INDAM-GNCS project Metodi ad alta risoluzione per problemi evolutivi fortemente nonlineari and by TU Munich and Roma Tre University |
title_full_unstemmed | An adaptive multilevel radial basis function scheme for the HJB equation * *This research work has been partially supported by the INDAM-GNCS project Metodi ad alta risoluzione per problemi evolutivi fortemente nonlineari and by TU Munich and Roma Tre University |
title_short | An adaptive multilevel radial basis function scheme for the HJB equation * *This research work has been partially supported by the INDAM-GNCS project Metodi ad alta risoluzione per problemi evolutivi fortemente nonlineari and by TU Munich and Roma Tre University |
title_sort | an adaptive multilevel radial basis function scheme for the hjb equation * *this research work has been partially supported by the indam-gncs project metodi ad alta risoluzione per problemi evolutivi fortemente nonlineari and by tu munich and roma tre university |
title_unstemmed | An adaptive multilevel radial basis function scheme for the HJB equation * *This research work has been partially supported by the INDAM-GNCS project Metodi ad alta risoluzione per problemi evolutivi fortemente nonlineari and by TU Munich and Roma Tre University |
topic | Control and Systems Engineering |
url | http://dx.doi.org/10.1016/j.ifacol.2017.08.331 |