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François Pottier 2017-10-13 09:28:58 +02:00
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@ -68,9 +68,9 @@ We also show the limits of dependently-typed functional programming.
Introduction ([slides 00](slides/fpottier-00.pdf)).
Syntax and operational semantics, on paper and on a machine
([slides 01a](slides/fpottier-01a.pdf))
([slides 01b](slides/fpottier-01b.pdf))
([OCaml solution to Newton-Raphson exercise](ocaml/NewtonRaphson.ml))
([Even.v](coq/Even.v)).
([slides 01b](slides/fpottier-01b.pdf)).
* Newton-Raphson in OCaml ([solution](ocaml/NewtonRaphson.ml)).
* 1 is not even in Coq ([Even.v](coq/Even.v)).
* (29/09/2017)
From a small-step semantics down to an efficient verified interpreter,
in several stages
@ -85,12 +85,12 @@ We also show the limits of dependently-typed functional programming.
* (13/10/2017) Making the stack explicit: the CPS transformation
([slides 04](slides/fpottier-04.pdf))
([Coq repo](coq/)).
Transforming a call-by-value interpreter
([exercise](ocaml/EvalCBVExercise.ml), [solution](ocaml/EvalCBVCPS.ml)).
Transforming a call-by-name interpreter
([solution](ocaml/EvalCBNCPS.ml)).
Transforming a graph traversal
([solution](ocaml/Graph.ml)).
* Transforming a call-by-value interpreter
([exercise](ocaml/EvalCBVExercise.ml), [solution](ocaml/EvalCBVCPS.ml)).
* Transforming a call-by-name interpreter
([solution](ocaml/EvalCBNCPS.ml)).
* Transforming a graph traversal
([solution](ocaml/Graph.ml)).
* (20/10/2017) Equational reasoning and program optimizations.
### Metatheory of Typed Programming Languages