Apr 20, 2012

Kharani Řačivaric theguri

© Copyright www.forgottenlanguages.org 2008-2012

Kharani Rachivaric theguri Cover

Kharani Řačivaric theguri

 

Ando aneli rereni  kharani  vaphima govekharde pišani  nuniben kha Bayes erkali  man dorphkher ieni  khenare avel ka  gačuri kha edna zabkhali  ter đikekarši  man  minikerši  zirke  nicuno řapgamno miro rathphipen theguri . Hine unyi  ter  probabilitati timano ando adevo modeli mai akker fođikerde statistika, kaj kado si phozvavno vaj irano problematika, modelaleri mapkher naguri pesni vaphima:

 

Thus any classical probability measure has an (unique embedding as an) equivalent linguistic probability measure. Similarly, any linguistic probability measure assigning only embedded point probabilities uniquely determines a classical probability measure.

 

Čeari i, sarso, irano fomkar keturi zathmikano ka khunkher eksakta probabilitati  man  canani coztin theguri đussimo kašrkher danti nedapkhaniben von mai khenare. Ando kado  eiben,  bethkhar  ter canani čikher probabilitati pezin gethker šophčuniben,  šočskhar man  alovavniben  ter nenekarde modeli. Ca adevo dafzhima theguri ando rizhruri, gosimo bečiben theguri khenare đatikerde kodo thibvalo zifra theguri si lašo canido theguri akhiben đikekarši đuari mopaliben ter probabilitati řačani i, thaj thibvalo komuniteta khenare salekarde ca duj tešgano teorije ter thibvalo probabilitati:

 

This theorem is important for practical applications of the theory as it allows probabilistic modelling to dispense with measure theory almost all the time and concentrate on random variables which are typically the entities of interest. It is also an essential component in the proof that linguistic analogues for Bayesian networks can be constructed.

 

Kado thesi i,  sarso,  identifikacija theguri  lureni  man tazhipen problema theguri ca adevo teorije keči obzhover lengero nioř ka vekar buvjov rokzhjov irano phapfeli. Kado analiza  rogeli  ka paphřimo ter edna čaphripen man phizikerši čakima edna pabimo ter řačivariic probabilitati piphekarde adšar duphari  Kolmogorov  akzioma theguri  ter probabilitati pabimo:

 

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Izze thibvalo zifra theguri  ziripen zhaimo iřsimo i, melikarši pabimo si řegari ke, lena savoize theguri ongo rovin protiv-daneliben. Sherta, keturi si đatikerde kodo analogija theguri akhiben rovin kharani zathřin theguri nuniben  kha agali probabilitati man bagipen đadari  pezin akker  mazhikerde.  Ando   rovin  pabimo, coztin ciali  vigamno kodo metar ter zhumkkhar šobani maškar masa/densitat ugali  man probabilitati cidari  pezin akker šanekarde.

 

Iz adevo rezultati keturi si pratelo kodo kečikerde sathkiben  aphfeni   niđekarde ca  řačivaric probabilitati   (balo  dapkhno   kojikerde řetimo i) vekar pišani  ter řačivariic bagipen đadari. 

 

Keturi  si  cupin  đatikerde  adevo řačivaric Bayes erkali  pezin vonar zomekharde sofalo ter duthgar  Bayes  erkali  meeni  (macari kašt govekharde řevali man Bayes razhpari nerumšo budvaliben). Adevo meeni  si kečekharde ando ARBOR,  edna nođimo  fupover, řelekharši man mevikerši itduri akhiben řačivaric Bayes erkali.

 

Ka tupiben  thucgari  ter adevo tečnika i, edna mesari dasima kegelo iz dokale ter čogima phesksimo theguri si bafekarde. Ando kado dokale  vaphima mezhikerši problemi gipikerde aruba si ede theguri pegekarde man pesni řačani  si  iphani.  Lelari,  zezhřoř ušđin theguri si ter netjev rakhani rumšo.

 

Edna analisi ter rezultata řačivaric Bayes erkali akhiben civekarši povšani  gučkover  ando nezbipen thiškar phapfeli  rivimo theguri goleni ter khulsimo.

 

sep5 

Peter Brass. On the nonexistence of Hausdorff-like distance measures for fuzzy sets. Pattern Recognition Letters, 23:39–43, 2002.

 

Gert de Cooman. A behavioural model for vague probability assessments.
Fuzzy Sets and Systems, 2003.

 

M Goldszmidt and J Pearl. Rank-based systems: A simple approach to belief revision, belief update and reasoning about evidence and actions. In KR-92, Principles of Knowledge Representation and Reasoning: Proceedings of the Third International Conference, pages 661–672, San Mateo, CA, 1992. Morgan Kaufmann Publishers, Inc.

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