From: Jan H. M. <jh...@in...> - 2011-05-09 11:10:33
|
Hello trex, sorry for the late reply (I have been on vacation last week). The "defaultStateDimDiscretizations" is actually only relevant for continuous state spaces. For discrete ones, just use the TabularStorage function approximator (not CMAC). If you are dealing with a continuous state space and use e.g. the CMAC function approximator, the "defaultStateDimDiscretizations" determines how many tiles per dimension are used. I.e., a uniform tiling is used consisting of defaultStateDimDiscretizations^n tiles (where n is the number of dimensions). See also here: http://www.incompleteideas.net/sutton/book/ebook/node88.html#SECTION04232000000000000000 The whole "defaultStateDimDiscretizations" design is admittedly not very clean and we plan to redesign it in the future. Regards, Jan Am 01.05.2011 23:21, schrieb trex 279: > Hi, > I was just wondering what the option "defaultStateDimDiscretizations" > does. In the documentation, it says "The default “resolution” the > agent uses for every dimension" but it's not very clear to me. Suppose > I have a discrete 1-d state space of 10 items, and I'm using a CMAC > function approximator, what should I set this value as? > > Thanks, > T > > > ------------------------------------------------------------------------------ > WhatsUp Gold - Download Free Network Management Software > The most intuitive, comprehensive, and cost-effective network > management toolset available today. Delivers lowest initial > acquisition cost and overall TCO of any competing solution. > http://p.sf.net/sfu/whatsupgold-sd > > > _______________________________________________ > MMLF-support mailing list > MML...@li... > https://lists.sourceforge.net/lists/listinfo/mmlf-support -- Dipl. Inf. Jan Hendrik Metzen Universität Bremen FB 3 - Mathematik und Informatik AG Robotik Robert-Hooke-Straße 5 28359 Bremen, Germany Besuchsadresse im Gebäude Unicom 1: Mary-Somerville-Str. 9 28359 Bremen, Germany Phone: +49 (0)421 178 45-4123 Fax: +49 (0)421 178 45-4150 E-Mail: jh...@in... Weitere Informationen: http://www.informatik.uni-bremen.de/robotik |