Danila Fedorin f21ebdcf46 Start working on the evaluation operation. ...

Proving monotonicity is the main hurdle here.

Signed-off-by: Danila Fedorin <danila.fedorin@gmail.com>

2024-03-10 18:13:01 -07:00

Analysis

Start working on the evaluation operation.

2024-03-10 18:13:01 -07:00

Lattice

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2024-03-10 18:13:01 -07:00

Chain.agda

Put the fixed point algorithm code into its own file

2023-09-16 13:39:35 -07:00

Equivalence.agda

Add some additional 'equivalence' definitions to Equivalence

2024-02-18 21:46:42 -08:00

Fixedpoint.agda

Fix definition of 'less than' to not involve a third variable.

2024-02-07 21:04:13 -08:00

Isomorphism.agda

Update with new changes to Agda

2024-03-03 16:44:10 -08:00

Language.agda

Start working on the evaluation operation.

2024-03-10 18:13:01 -07:00

Lattice.agda

Prove that the 'join' transformation is monotonic

2024-03-09 23:06:47 -08:00

Main.agda

Use named modules to avoid having to pass redundant parameters

2024-03-09 21:46:15 -08:00

Utils.agda

Start working on the evaluation operation.

2024-03-10 18:13:01 -07:00

Description

Attempts at formalizing static program analysis techniques in Agda.

2.3 MiB

Languages

Agda 100%