BaDaaS

We use abstract mathematics to build concrete applications.

Making the Internet better.

A group of mathematicians turned engineers, based in Belgium, Europe, with broad interests in applied mathematics.

We specialise in applied cryptography, formal verification, and AI tooling. From zero-knowledge proof systems to post-quantum cryptography, from machine-checked proofs in Lean 4 to open-source infrastructure, we work across the full stack of mathematical engineering.

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What we do

01

Research

Applied mathematics, cryptography, zero-knowledge proofs, post-quantum cryptography, and formal verification. We contribute to open knowledge and advance the foundations that everything else builds on.

02

Engineering

We build and maintain software, from low-level cryptographic libraries to full infrastructure. Distributed systems, networking layers, proof systems, open source tooling, and production systems.

03

Projects

We explore and develop projects that make the Internet safer and knowledge more accessible. LeakIX, Cryptography Academy, and Papyrus all started here.

04

Security

Attack surface management, cryptographic audits, and vulnerability research. The applied side of our mission to protect the Internet.

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Consulting

We bridge mathematics and industry across Europe. From cryptographic protocol design to security audits, we help organizations apply formal verification, zero-knowledge proofs, and applied cryptography to solve real engineering problems.

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Track Record

2020

Founded

2

Protocols contributed to

5+

Publications and talks

BE

Based in Belgium

Selected engagements

Also worked with

Nomadic Labs INRIA UMONS
04

Open Source

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Latest Posts

Why "Tactic"?

April 24, 2026

The origin of the word tactic in proof assistants, from Robin Milner's LCF to Lean 4.

p-adic Numbers: A Different Idea of Closeness

April 10, 2026

An introduction to p-adic numbers for developers and engineers. We build the p-adic integers from scratch, work through concrete examples, trace the history from Hensel to Scholze, and see how Hensel lifting turns mod-p solutions into exact p-adic roots.

Who Trained Your AI, and Can You Prove It?

March 14, 2026

The web's implicit contract is breaking. AI crawlers consume content without receipts, and no one can cryptographically prove what trained a model. We explore the legal, technical, and mathematical landscape of AI training accountability.

View all posts

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Where to find us soon?

Rome, Italy.

Rome, Italy.

Rome, Italy.

Rome, Italy.

Past events

EthCC

March 2026

Cannes, France.

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Team

Mathematician turned engineer with broad interests in applied mathematics. Danny founded BaDaaS in Belgium to work on the problems he cares about: cryptography, formal verification, AI tooling, and open-source software.

His work spans zero-knowledge proof systems (SNARKs, folding schemes), symmetric and post-quantum cryptography, machine-checked proofs in Lean 4, and LLM-assisted formalisation pipelines. Before starting BaDaaS, he was the first engineer at B2C2, a leading institutional digital asset market maker. He then spent several years as a core contributor to zero-knowledge proof systems at o1Labs (Mina Protocol) and on protocol-level cryptographic engineering at Nomadic Labs (Tezos).

He studied mathematics with a minor in computer science and physics at UMONS, and completed his master thesis at INRIA under the supervision of Francois Pottier in the Gallium team.