Computing in Geometry and Topology is a peer-reviewed english-language open-access journal published by Wolfgang Mulzer in Germany, operating under an open-access model since 2022. The journal covers Mathematics: Instruments and machines: Electronic computers. Computer science.
Authors publish in Computing in Geometry and Topology without paying any article processing charge (APC) — making it a fully diamond/platinum open-access venue, supported entirely by its publisher or sponsor. Articles are released under the CC BY license (see other journals using this license).
All submissions undergo plagiarism screening before peer review.
Keywords
computing, geometry, topology, algorithms, discrete mathematics, data structures
At a glance
- Publisher
- Wolfgang Mulzer
- Country
- Germany
- Primary language
- English
- License
- CC BY
- Peer review
- Peer review, Anonymous peer review
- OA since
- 2022
- Review time
- 47 weeks
- Plagiarism check
- Yes
ISSN
- electronic
- 2750-7823
Frequently asked questions
Is Computing in Geometry and Topology peer-reviewed?
Yes — Computing in Geometry and Topology operates a Peer review, Anonymous peer review review process.
Does Computing in Geometry and Topology charge an article processing charge (APC)?
No. Computing in Geometry and Topology does not charge any APC. Publication is free for accepted authors.
What subjects does Computing in Geometry and Topology publish?
Computing in Geometry and Topology publishes research in Mathematics: Instruments and machines: Electronic computers. Computer science.
What languages does Computing in Geometry and Topology accept?
Computing in Geometry and Topology accepts manuscripts in English.
What is the ISSN of Computing in Geometry and Topology?
ISSN:
2750-7823 (electronic).How do I submit a manuscript to Computing in Geometry and Topology?
Submit through the journal's official portal: visit submission page →
How long does peer review take at Computing in Geometry and Topology?
Average time from submission to publication is approximately 47 weeks.