PODC Reproducibility
"Reproducibility" at a proofs venue means a reader can independently verify the theorem. PODC has
no artifact track and no ACM badge program, so there is nothing to package for evaluators — the
deliverable that makes your result checkable is a self-contained proof and an honest model
box. This skill translates the open-science instinct into what actually matters at PODC.
What "checkable" means here
A PODC result is reproducible when a competent reader, given only your submission and its full
version, can:
- Read the model box and know exactly what network, timing, fault, adversary, randomness, and
cost-measure assumptions are in force.
- Follow every proof to its base cases and cited lemmas without needing an external file, a
private note, or a "details omitted".
- Confirm that each theorem holds in the stated model and nowhere relies on a stronger assumption.
The self-contained proof appendix
Because the 10-page merits budget cannot hold full proofs, the full version (submitted as the
paper, and later posted to arXiv) carries them. Make it self-contained:
[Every lemma stated] each lemma the main theorem uses appears with a full proof, or a precise
citation to an external theorem (statement quoted, not just referenced)
[No "it is easy to see"] for any nontrivial step; either prove it or mark it explicitly routine
[Base cases present] inductions and recursions have their base cases proved
[Invariants proved] each named invariant is shown to hold initially and be preserved
[Notation defined once] a single notation table the appendix and body share
[Cross-references exact] "by Lemma 3.2" points to the right statement in both body and full version
A proof that says "the remaining case is symmetric" is fine only if it truly is; reviewers check the
"symmetric" cases that turn out not to be.
The model/assumption box is the reproducibility contract
The single most common reason a PODC result fails to reproduce is an assumption used but not
declared. Treat the model box (see podc-writing-style) as a contract:
- Every assumption the proofs use must be in the box. If a proof needs a shared coin, the box must
grant one. If it needs FIFO channels, the box must say so.
- Nothing in the box may be silently strengthened mid-proof (asynchrony becoming "eventually
synchronous" without invoking GST; an oblivious adversary becoming "non-adaptive within a phase").
- If a result holds only in a parameter regime, the box or the theorem states the regime.
Run the assumption audit from podc-experiments and confirm the box covers everything the proofs
consume.
Optional simulations: transparent, not load-bearing
If the paper includes a simulation (many do not), make it reproducible as an illustration:
- State the parameters, ranges, number of trials, and random seeds; pin the environment
(language/version) in the full version or a linked bundle.
- One-command reproduction is a nice-to-have, not a requirement — the result stands on the proof.
- Keep any simulation repository/author-page link out of the anonymized submission (lightweight
double-blind), and add it only in the camera-ready / arXiv version.
- Never present simulation output as if it verified the theorem; label it "illustrative."
Keeping the full version in sync
- The camera-ready (≤10 proceedings pages) and the arXiv full version must state identical
theorems; only the proof detail differs. A theorem tightened in one and not the other is a
correctness-record bug.
- When you fix a proof after acceptance, propagate the fix to the arXiv version and note the revision
— the community reads arXiv for the proofs.
- Cross-reference the full version from the proceedings paper ("full proofs in the full version
[arXiv:...]") so a reader can always reach the complete argument.
Common failures
-
"Proof omitted" with no full version — the result is then unverifiable; unacceptable at a
proofs venue.
-
Assumption used but not in the model box — the reproducibility contract is broken.
-
Body and full version disagree on a theorem statement or constant.
-
Simulation dressed as verification — a plot presented as if it proved correctness.
-
De-anonymizing link in the submission — a simulation repo that reveals authorship under
double-blind.
Output format
[Proof appendix] self-contained? every lemma proved/precisely cited? base cases + invariants present?
[Model box contract] every assumption the proofs use is declared and never silently strengthened?
[Body <-> full version] theorem statements identical; full proofs reachable from the proceedings paper?
[Simulation] absent / illustrative-with-seeds-and-ranges; no de-anonymizing links at review time?
[Fix queue] <omitted proofs to supply; undeclared assumptions; sync mismatches>