Mathematics: Instruments and machines: Electronic computers. Computer science

Computational Methods in Social Sciences

No APC Verified OA Visit journal

Computational Methods in Social Sciences is a peer-reviewed english-language open-access journal published by "Nicolae Titulescu" University of Bucharest in Romania, operating under an open-access model since 2013. The journal covers Mathematics: Instruments and machines: Electronic computers. Computer science and Social sciences (General).

Authors publish in Computational Methods in Social Sciences 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-SA license (see other journals using this license).

Keywords

social sciences, computational economics, statistics, computers, education

At a glance

Country
Romania
Primary language
English
License
CC BY-SA
Peer review
Double anonymous peer review
OA since
2013

ISSN

electronic
2344-1232

Frequently asked questions

Is Computational Methods in Social Sciences peer-reviewed?
Yes — Computational Methods in Social Sciences operates a Double anonymous peer review review process.
Does Computational Methods in Social Sciences charge an article processing charge (APC)?
No. Computational Methods in Social Sciences does not charge any APC. Publication is free for accepted authors.
What subjects does Computational Methods in Social Sciences publish?
Computational Methods in Social Sciences publishes research in Mathematics: Instruments and machines: Electronic computers. Computer science and Social sciences (General).
What languages does Computational Methods in Social Sciences accept?
Computational Methods in Social Sciences accepts manuscripts in English.
What is the ISSN of Computational Methods in Social Sciences?
ISSN: 2344-1232 (electronic).
How do I submit a manuscript to Computational Methods in Social Sciences?
Submit through the journal's official portal: visit submission page →

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