Iowa Type Theory Commute

Mi-Cho-Coq: Michelson formalized and applied, in Coq

December 02, 2022 Aaron Stump Season 4 Episode 3
Mi-Cho-Coq: Michelson formalized and applied, in Coq
Iowa Type Theory Commute
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Iowa Type Theory Commute
Mi-Cho-Coq: Michelson formalized and applied, in Coq
Dec 02, 2022 Season 4 Episode 3
Aaron Stump

In this episode, I discuss this paper, "Mi-Cho-Coq, a Framework for Certifying
Tezos Smart Contracts", by Bernardo et al.  The paper gives a nice and very clear introduction to the Michelson language, and a formalization of it in Coq.  This is used to prove a correctness property about a Multisig contract.

I also kindly solicit your small donations ($5 or $10 would be awesome) to pay my podcast-hosting fees at Buzzsprout.  To donate, click here, and then under "Gift details" select "Search for additional options" and then search for Computer Science.  Select the Computer Science Development Fund, College of Liberal Arts and Sciences.  Then add gift instructions saying that this is to support the Iowa Type Theory Commute podcast of Aaron Stump.  Sorry it's that complicated.

Show Notes

In this episode, I discuss this paper, "Mi-Cho-Coq, a Framework for Certifying
Tezos Smart Contracts", by Bernardo et al.  The paper gives a nice and very clear introduction to the Michelson language, and a formalization of it in Coq.  This is used to prove a correctness property about a Multisig contract.

I also kindly solicit your small donations ($5 or $10 would be awesome) to pay my podcast-hosting fees at Buzzsprout.  To donate, click here, and then under "Gift details" select "Search for additional options" and then search for Computer Science.  Select the Computer Science Development Fund, College of Liberal Arts and Sciences.  Then add gift instructions saying that this is to support the Iowa Type Theory Commute podcast of Aaron Stump.  Sorry it's that complicated.