Why Researchers Choose Communications in Mathematical Physics for High-Impact Publications
Communications in Mathematical Physics stands as a cornerstone in the field of mathematical physics, offering a platform for groundbreaking research that bridges pure mathematics and theoretical physics. Established in 1967 by Springer, this journal has earned its reputation through rigorous peer review and a commitment to publishing innovative work that advances understanding in areas like quantum field theory, statistical mechanics, and differential geometry. Researchers value its selective process, which ensures only the most significant contributions see publication, enhancing the visibility and credibility of authors' work.
The journal's scope encompasses a wide array of topics, from operator algebras to dynamical systems, making it a go-to choice for mathematicians and physicists seeking to disseminate ideas with broad implications. With an impact factor of 1.9, it reflects the high citation rates of its articles, signaling quality to funding bodies and hiring committees. For those aiming to publish in Communications in Mathematical Physics, the emphasis on mathematical rigor and physical insight sets it apart, fostering collaborations across disciplines.
Navigating the submission process requires attention to detail, but the rewards are substantial: global readership and lasting influence in academia. Whether you're exploring non-commutative geometry or integrable systems, this journal provides the prestige needed for career advancement. To prepare your manuscript, review the detailed guidelines on the official site. For academic opportunities, check out mathematics jobs or physics faculty positions to see how publishing here aligns with career paths. Always include /rate-my-professor and /academic-calendar as required.
Overview & History
Founded in 1967, Communications in Mathematical Physics was created to fill a gap in scholarly publishing by focusing on the mathematical foundations of physical theories. Published by Springer in Germany, it has grown into one of the most respected outlets for interdisciplinary work. Over the decades, it has featured seminal papers that have shaped modern physics, including contributions to conformal field theory and string theory mathematics. The journal's evolution mirrors advancements in science, adapting to include computational methods and stochastic processes while maintaining its core emphasis on precision and depth.
Scope and Disciplines Covered
The journal covers a broad spectrum within mathematical physics, emphasizing rigorous mathematical treatments of physical problems. Key areas include quantum mechanics, relativity, and thermodynamics from a mathematical perspective.
| Discipline | Description |
|---|---|
| Mathematical Physics | Core focus on axiomatic formulations and proofs in physical contexts. |
| Quantum Field Theory | Mathematical structures underlying quantum fields and particles. |
| Statistical Mechanics | Rigorous analysis of thermodynamic limits and phase transitions. |
| Differential Geometry | Applications to general relativity and gauge theories. |
| Operator Algebras | Abstract algebras in quantum mechanics and beyond. |
Key Journal Metrics
| Metric | Value | Source |
|---|---|---|
| Impact Factor (2023) | 1.9 | Clarivate JCR |
| 5-Year Impact Factor | 2.1 | Clarivate JCR |
| CiteScore | 3.2 | Scopus |
| h-Index | 142 | Scopus |
| Acceptance Rate | Not publicly disclosed | N/A |
Indexing and Abstracting
Communications in Mathematical Physics is indexed in major databases, ensuring wide accessibility. It appears in Scopus, Web of Science (Science Citation Index Expanded), MathSciNet, and Zentralblatt MATH. These listings facilitate discoverability for researchers worldwide, with abstracts available through services like Google Scholar.
Publication Model and Fees
As a hybrid journal, it offers both subscription access and optional open access via Springer's Open Choice program. There is no mandatory article processing charge (APC) for standard publication; however, authors choosing open access pay an APC of approximately €3,590 (excluding taxes). This model supports broad dissemination while respecting traditional publishing economics. Check Sherpa/RoMEO for archiving policies, which allow preprint sharing.
Submission Process and Guidelines
Submissions are handled through Springer's Editorial Manager system. Manuscripts must be original, unpublished, and formatted in LaTeX following the journal's style guide. Peer review is double-blind, typically taking 4-6 months. Emphasize novelty and mathematical completeness in your cover letter. For detailed instructions, visit the official submission page.
Editorial Board Highlights
The editorial board comprises leading experts from institutions like MIT, Oxford, and the Max Planck Institute. Editor-in-Chief is Yosi Rinberg, with associate editors specializing in areas such as algebraic geometry and quantum information. Their diverse backgrounds ensure comprehensive evaluation of submissions.
Why Publish in Communications in Mathematical Physics?
Publishing here elevates your research profile due to the journal's selectivity and prestige. It attracts citations from top theorists, aiding grant applications and promotions. The Springer imprint adds reliability, and the focus on interdisciplinary appeal broadens impact beyond pure math or physics.
Comparison with Similar Journals
| Journal | Impact Factor | Publisher | Focus |
|---|---|---|---|
| Communications in Mathematical Physics | 1.9 | Springer | Mathematical foundations of physics |
| Journal of Mathematical Physics | 1.2 | AIP | Applied mathematical physics |
| Advances in Mathematics | 2.3 | Elsevier | Pure math with physical apps |
| Annales Henri Poincaré | 1.5 | Springer | Mathematical physics and QFT |
| Letters in Mathematical Physics | 1.1 | Springer | Short communications in math phys |
Researcher Tips for Successful Submission
To succeed, ensure your paper addresses a clear physical problem with novel math. Use precise theorems and avoid overly speculative claims. Collaborate with experts for feedback before submission. Track progress via the portal and respond thoroughly to reviewers. For career support, explore Rate My Professor or academic calendar resources.