Ronald Solomon
Mathematics · The Ohio State University
Publications
139
Citations
1,719
Est. group size
—
Recurring co-author estimate
Active years
53
Publishing since 1973
Ronald Solomon works in finite group theory, a branch of abstract algebra concerned with the building blocks of symmetric structures called groups. Much of his recent work contributes to the long-running, multi-volume project to fully classify all finite simple groups, a foundational result in algebra achieved through collaborative proof-writing spanning decades. His publications are typically detailed technical chapters within these classification volumes rather than standalone journal articles.
Publication output over the last decade is uneven, occurring in bursts (notably 2018, 2021, 2023) tied to release of classification volumes, rather than a steady year-by-year cadence.
Generated by claude-sonnet-5 from public bibliographic data · Jul 20, 2026
- A reduction theorem for simple groups withe(G) = 3
Pacific Journal of Mathematics · 2025
- Theorem 𝒞₄*: Stage A4. Setups for recognizing 𝒢
Mathematical surveys and monographs · 2023
- Theorem 𝒞₄*: Stage A5. Recognition
Mathematical surveys and monographs · 2023
- Properties of 𝒦-groups
Mathematical surveys and monographs · 2023
- Theorems 𝒞₄ and 𝒞₄*: Introduction
Mathematical surveys and monographs · 2023
- General group-theoretic lemmas
Mathematical surveys and monographs · 2023
- Theorem 𝒞₆ and 𝒞₆*
Mathematical surveys and monographs · 2023
- Theorem 𝒞₄*: Stage A2. Nonconstrained 𝓅-rank 3 centralizers
Mathematical surveys and monographs · 2023
- Theorem 𝒞₄*: Stage A3. 𝒦ℳ-singularities
Mathematical surveys and monographs · 2023
- The Classification of the Finite Simple Groups, Number 10
Mathematical surveys and monographs · 2023
- Theorem 𝒞₄*: Stage A1. First steps
Mathematical surveys and monographs · 2023
- Theorem 𝒞₅: Stage 4
Mathematical surveys and monographs · 2021
- Introduction to theorem 𝒞₅
Mathematical surveys and monographs · 2021
- Theorem 𝒞₅; State 3
Mathematical surveys and monographs · 2021
- Theorem 𝒞₅: Stage 1
Mathematical surveys and monographs · 2021
- Mathematical surveys and monographs×31
- Notices of the American Mathematical Society×1
- Advanced studies in pure mathematics×1
- Pacific Journal of Mathematics×1
- Rachel Skipper
Mathematics · The Ohio State University
- Andy Liu
Mathematics · Purdue University West Lafayette
- Daniel Freese
Mathematics · Indiana University
- E. Narimanov
Engineering · Purdue University West Lafayette
- Bogdan Nica
Mathematics · Indiana University
This profile was generated automatically from public scholarly data (OpenAlex). Group size and activity levels are estimates derived from co-authorship patterns.
Last updated Jul 19, 2026.
Claim or correct this profile