Anne Baanen
As of October 2026, Anne Baanen is a mathematical research engineer on the Mathlib Initiative team. In April 2025, they were scheduled to present number theory computation at a Lean Prover and Math-AI workshop. They completed double majors in Computing Science and Mathematics at Utrecht University before pursuing a PhD at VU Amsterdam through the Lean Forward project from 2019 to 2023. Their career included a 2020 paper on a Lean tactic for ring expressions, a 2022 study of Mathlib's typeclass patterns, a 2024 doctorate on formalizing algebraic number theory, and papers on certifying rings of integers and maintaining Mathlib in 2024 and 2025.
- Now at
- Mathlib Initiative team
- Works
- 14
- Citations
- 34
- h-index
- 3
Publication numbers from OpenAlex, as of 18 October 2026.
Timeline
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2019–2023
Utrecht studies and Lean Forward
They complete double majors in Computing Science and Mathematics at Utrecht University before pursuing a PhD at VU Amsterdam through the Lean Forward project from 2019 to 2023.
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2020
A Lean tactic for ring exponents
In 2020, they publish a paper describing ring_exp, a Lean tactic that normalizes commutative ring expressions with a binary exponent operator.
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2022
Analyzing Lean's typeclass patterns
Their 2022 paper, Use and Abuse of Instance Parameters in the Lean Mathematical Library, analyzes how Lean instance parameters support typeclass patterns in Mathlib.
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2024
Formalizing algebraic number theory
In 2024, they complete Formalizing Fundamental Algebraic Number Theory, a VU PhD thesis on extending Mathlib for Lean and formalizing fundamental algebraic number theory.
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2024
Certifying rings of integers
In 2024, they coauthor a paper on certifying rings of integers in number fields, with SageMath producing Lean proofs for verification.
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April 2025
A Math-AI workshop talk
The April 2025 Lean Prover and Math-AI workshop schedules their talk on certifying algebraic number theory computation.
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2025
Managing a growing Mathlib
In 2025, they coauthor Growing Mathlib, describing strategies for managing the library's growth through deprecations, linters, library design, and contribution-review tools.
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As of October 2026
Mathematical Research Engineer
As of October 2026, they are a Mathematical Research Engineer on the Mathlib Initiative team.
Career
- NowMathlib Initiative teamMathematical Research Engineer
Education
- 2024Vrije Universiteit AmsterdamPhD
- Utrecht UniversityDouble major in Computing Science and Mathematics
Most-cited works
- A Formalization of Dedekind Domains and Class Groups of Global Fields
- Formalized Class Group Computations and Integral Points on Mordell Elliptic Curves
- Growing Mathlib: maintenance of a large scale mathematical library
- Use and abuse of instance parameters in the Lean mathematical library
- A Lean Tactic for Normalising Ring Expressions with Exponents (Short Paper)
Sources and credits
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- Anne Baanen
- Lean Forward
- A Lean Tactic for Normalising Ring Expressions with Exponents (Short Paper) - Vrije Universiteit Amsterdam
- Use and abuse of instance parameters in the Lean mathematical library
- Formalizing Fundamental Algebraic Number Theory - Vrije Universiteit Amsterdam
- Certifying rings of integers in number fields
- Informal Workshop on Lean Prover and Math-AI
- Growing Mathlib: maintenance of a large scale mathematical library
- Team — Mathlib Initiative


