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Scientific Research Publishing

Scientific Research Publ... Market Share Analysis for August 2026

Publish academic research as peer-reviewed open access books with SCIRP Books.

Science and Education > Science and Education - Other

Domainscirp.org

Year Founded2007

Employees51 - 200

Annual Revenue--

Scientific Research Publishing

Scientific Research Publishing (including company regionals)

scirp.org

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Total visits to Scientific Research Publishing's top domains

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Total visits last 3 months

Subsidiaries Breakdown

scirp.org1.9M

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Avg. visit duration in Scientific Research Publishing's top domains

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Average visit duration last 3 months

Subsidiaries Breakdown

scirp.org00:01:19

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Avg. pageviews on Scientific Research Publishing's top domains

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Average page views last 3 months

Subsidiaries Breakdown

scirp.org1.99

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Scientific Research Publishing top competitors by domain

Top similar sites in August 2026, ranked by their affinity

researchgate.netCompany NameResearchGateEmployees51 - 200HQUnited Kingdom, LondonAnnual revenue$25M - $50MTotal visits88.5MScience and Education > Science and Education - Other

Top technologies used by Scientific Research Publishing

These are the website technologies, by industry, used by Scientific Research Publishing top domains

Payment & Currencies (26)

Cart Functionality

Advertising (8)

Google Adsense

Live Chat (2)

Zendesk Chat

Mobile (2)

Meta Viewport

More Technologies

10

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News & Signals from Scientific Research Publishing

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NewsScirp launched version of Scientific Research Publishing on May 10th '21.Scirp is pleased to announce that the new version of Scientific Research Publishing has been officially released online.

NewsScirp launches notion of approximate private quantum channel on fermionic Gaussian systems.In this paper, Scirp primally introduce a notion of approximate private quantum channel ( ε -PQC) on fermionic Gaussian systems ( i. e., ε -FPQC), and construct its explicit form of the fermionic (Gaussian) private quantum channel.

NewsScirp launches Van der Pol equation.ABSTRACT In this paper, Scirp introduce the study of the general form of stochastic Van der Pol equation (SVDP) under an external excitation described by Gaussian white noise.