TY - JOUR
T1 - EVIDENTIAL DECISION THEORY AND THE OSTRICH
AU - Isaacs, Yoaav
AU - Levinstein, Benjamin A.
N1 - Publisher Copyright:
© 2024, Philos. Impr. All rights reserved.
PY - 2024
Y1 - 2024
N2 - Evidential Decision Theory is flawed, but its flaws are not fully understood. David Lewis (1981) famously charged that EDT recommends an irrational policy of managing the news and “commends the ostrich as rational”. Lewis was right, but the case he appealed to—Newcomb’s Problem—does not demonstrate his conclusion. Indeed, decision theories other than EDT, such as Committal Decision Theory and Functional Decision Theory, agree with EDT's verdicts in Newcomb’s Problem, but their flaws, whatever they may be, do not stem from any ostrich-like recommendations. We offer a new case which shows that EDT mismanages the news, thus vindicating Lewis’s original charge. We argue that this case reveals a flaw in the “Why ain’cha rich?” defense of EDT. We argue further that this case is an advance on extant putative counterexamples to EDT.
AB - Evidential Decision Theory is flawed, but its flaws are not fully understood. David Lewis (1981) famously charged that EDT recommends an irrational policy of managing the news and “commends the ostrich as rational”. Lewis was right, but the case he appealed to—Newcomb’s Problem—does not demonstrate his conclusion. Indeed, decision theories other than EDT, such as Committal Decision Theory and Functional Decision Theory, agree with EDT's verdicts in Newcomb’s Problem, but their flaws, whatever they may be, do not stem from any ostrich-like recommendations. We offer a new case which shows that EDT mismanages the news, thus vindicating Lewis’s original charge. We argue that this case reveals a flaw in the “Why ain’cha rich?” defense of EDT. We argue further that this case is an advance on extant putative counterexamples to EDT.
KW - Newcomb
KW - evidential decision theory
KW - self-locating belief
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UR - http://www.scopus.com/inward/citedby.url?scp=85196316424&partnerID=8YFLogxK
U2 - 10.3998/phimp.3176
DO - 10.3998/phimp.3176
M3 - Article
AN - SCOPUS:85196316424
SN - 1533-628X
VL - 24
JO - Philosophers Imprint
JF - Philosophers Imprint
IS - 1
M1 - 6
ER -