IPDL currently requires Coq 8.14.1. Assuming opam is installed, perform the following in the root directory to install Coq and required dependencies, and build the Coq files for IPDL along with the case studies:

opam pin add coq 8.14.1
opam repo add coq-released https://coq.inria.fr/opam/released
opam install coq-mathcomp-ssreflect
opam install coq-mathcomp-algebra
opam install coq-aac-tactics
coq_makefile -f _CoqProject -o Makefile
make

Reactions and reaction equality is specified in theories/Exp.v. The core language of IPDL and exact protocol equality is given in theories/Core.v. Approximate equality is given in theories/Approx.v.

Protocol families are defined in theories/Big.v, and make use of the bigop notations in ssreflect. We pervasively make use of n-ary parallel composition, defined using lists in theories/Pars.v. Tactics for manipulating IPDL proof goals are given in theories/Tacs.v.

Proof developments for case studies studies can be found in the following files:

• Authenticated to Secure channel from CPA:
  • Definitions for CPA security: theories/protocols/Chan/CPA.v
  • Case study: theories/protocols/Chan/MultiChan.v
• Authenticated to Secure channel from Diffie-Hellman key exchange:
  • Definitions for DDH, protocol and proof for key exchange: theories/protocols/DHKE/DHKE.v
  • One-time pad from Diffie-Hellman key exchange: theories/protocols/DHKE/OTP_KE.v
• Oblivious Transfer protocols:
  • Oblivious Transfer functionality: theories/protocols/OT/OTIdeal.v
  • OT from Trapdoor permutations: theories/protocols/OT/HCBit.v for the hard-core bit predicate; theories/protocols/OT/TrapdoorOT for the protocol
  • 1-out-of-4 OT from 1-out-of-2: theories/protocols/OT/OutOf4.v
  • Pre-processing OT: theories/protocols/OT/OTPreprocess.v
• GMW MPC protocol:
  • Ideal protocol: theories/protocols/GMW/GMWIdeal.v
  • Our model of boolean circuits: theories/protocols/GMW/Circ.v
  • Real protocol: theories/protocols/GMW/GMWReal.v
  • Proofs:
    • Simplifying the real protocol: theories/protocols/GMW/Proof/RealCleanup.v
    • Simplifying the ideal protocol: theories/protocols/GMW/Proof/IdealSimpl.v
    • Definition of the simulator: theories/protocols/GMW/Proof/SimComp.v
    • Final proof (given as GMWProof): theories/protocols/GMW/Proof/RealIdeal.v
• Multi-party Coin Flip:
  • Auxiliary definitions for folding over channels:theories/protocols/CoinFlip/CFold.v
  • Real and Ideal protocols: theories/protocols/CoinFlip/CFold.v
  • Proofs:
    • Simplifying the real protocol: theories/protocols/CoinFlip/Proof/CFReal.v
    • Definition of simulator: theories/protocols/CoinFlip/Proof/CFSimComp.v
    • Final proof (CoinFlip_main): theories/protocols/CoinFlip/Proof/CTRealIdeal.v

We also borrow lib/setoid_bigop.v from the corresponding Coq community respository.