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- 01HM8MV86KRC4VHDP94S0QER2X classification P1.
- 01HM8MV86KRC4VHDP94S0QER2X date "2023".
- 01HM8MV86KRC4VHDP94S0QER2X language "eng".
- 01HM8MV86KRC4VHDP94S0QER2X type conference.
- 01HM8MV86KRC4VHDP94S0QER2X hasPart 01HPRQ24JYHZ2ZHMPKH6M72JZ0.pdf.
- 01HM8MV86KRC4VHDP94S0QER2X hasPart urn:uuid:718945f3-1479-4a36-a302-ce92106bdf67.
- 01HM8MV86KRC4VHDP94S0QER2X subject "Technology and Engineering".
- 01HM8MV86KRC4VHDP94S0QER2X issn "2640-3498".
- 01HM8MV86KRC4VHDP94S0QER2X presentedAt urn:uuid:486dc617-f390-4b5f-9916-c9fbd28882b6.
- 01HM8MV86KRC4VHDP94S0QER2X volume "215".
- 01HM8MV86KRC4VHDP94S0QER2X abstract "In a prequential approach to algorithmic randomness, probabilities for the next outcome can be forecast ‘on the fly’ without the need for fully specifying a probab- ility measure on all possible sequences of outcomes, as is the case in the more standard approach. We take the first steps in allowing for probability intervals instead of precise probabilities in this prequential approach, based on ideas from our earlier imprecise-probabilistic and martingale-theoretic account of algorithmic random- ness. We define what it means for an infinite sequence (𝐼1, 𝑥1, 𝐼2, 𝑥2, ...) of successive interval forecasts 𝐼𝑘 and subsequent binary outcomes 𝑥𝑘 to be random. We compare the resulting prequential randomness notion with the more standard one, and investigate where both randomness notions coincide, as well as where their properties correspond.".
- 01HM8MV86KRC4VHDP94S0QER2X author 1BCF56E4-33B6-11E4-8EE7-5551B5D1D7B1.
- 01HM8MV86KRC4VHDP94S0QER2X author F44939C6-F0ED-11E1-A9DE-61C894A0A6B4.
- 01HM8MV86KRC4VHDP94S0QER2X dateCreated "2024-01-16T08:05:16Z".
- 01HM8MV86KRC4VHDP94S0QER2X dateModified "2024-11-28T00:09:41Z".
- 01HM8MV86KRC4VHDP94S0QER2X name "Imprecision in martingale-theoretic prequential randomness".
- 01HM8MV86KRC4VHDP94S0QER2X pagination urn:uuid:8955597f-0e16-43c9-8ccc-894ba4d3c4bb.
- 01HM8MV86KRC4VHDP94S0QER2X publisher urn:uuid:c295cdb0-2013-43c2-99a3-8e933d185fce.
- 01HM8MV86KRC4VHDP94S0QER2X sameAs LU-01HM8MV86KRC4VHDP94S0QER2X.
- 01HM8MV86KRC4VHDP94S0QER2X sourceOrganization urn:uuid:12ed40db-55a1-482b-bb95-d19825959df2.
- 01HM8MV86KRC4VHDP94S0QER2X type P1.