Math 2.0

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Superhedging Supermartingales V56MKF0KW2

URIm2://res/V56MKF0KW2
Kindpreprint
CreatorsC. Bender, S. E. Ferrando, K. Gajewski, A. L. Gonzalez
Date2023-12-22
MSC60-XX
Subjectsarxiv math.PR
Scopein

Expressions

e1: version, preprint

Languageen
Date2023-12-22
IdsarXiv 2312.14445

Items in this resource

The mentions of the inventory that name this resource. Each name links to the card of its inventory row.

ItemKindWhereSource
2XARSR3PYFdefinitiondefinition A.2arxiv
\bf Tower Inequalitystatementproposition 3.5arxiv
\bf Conditional a.e. notionsdefinitiondefinition 2.7arxiv
5PRZAG4E0Pdefinitiondefinition 3.1arxiv
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689H4Q6BYPstatementcorollary B.5arxiv
7MWM4VEQD1statementcorollary C.3arxiv
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BTBC440EP7statementlemma B.4arxiv
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BYE3XHSF7Hstatementtheorem C.2arxiv
\bf Supermartingale decompositionstatementtheorem 4.1arxiv
\bf Finite Maturitystatementlemma 4.3arxiv
\bf Stopping Time}, as per Definition 8definitiondefinition 3.3arxiv
\bf Conditional Outer Integraldefinitiondefinition 2.10arxiv
Basic Propertiesstatementproposition B.1arxiv
DP7QXP09DQstatementlemma A.3arxiv
DQWZJNB0TJdefinitiondefinition 2.6arxiv
EHRNPRDKJPstatementcorollary 3.6arxiv
ER8NPXTDV4exampleexample 2arxiv
\bf Elementary vector spacesdefinitiondefinition 2.5arxiv
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J29Y39JDWFstatementproposition 2.9arxiv
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KMYWN96S2Fstatementcorollary B.2arxiv
\bf Supermartingale convergencestatementtheorem 5.1arxiv
MM84Y87SKWexampleexample 3arxiv
N87R1KHXGHstatementlemma 5.2arxiv
P2V9K3KTWDstatementlemma 3.4arxiv
PC0NKFHDQXstatementlemma 6.2arxiv
\bf Assumption $(L)-a.e.$definitiondefinition 2.15arxiv
\bf Property $(L_{(S,j)})$definitiondefinition 2.12arxiv
S3MKSJQV9Dstatementtheorem 6.1arxiv
\bf Trajectory setdefinitiondefinition 2.1arxiv
ST1H9QX00Wexampleexample 1arxiv
VQNN3DC16Tstatementlemma A.4arxiv
XNR20HEEF4statementtheorem 6.4arxiv
XXAMYVKT7Sstatementlemma A.1arxiv
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ZTBZ60RGG4statementcorollary 7.2arxiv
ZYTCWVERYXstatementproposition 2.8arxiv

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