SCIREA Journal of Information Science and Systems Science (ISSN: 2995-3936)

SCIREA Journal of Information Science and Systems Science is an international, scientific peer-reviewed open access journal published online by SCIREA.

Open Access free for readers, with article processing charges (APC)paid by authors or their institutions.

High visibility: Indexed in the Google Scholar and other databases.

Rapid publication: manuscripts are peer-reviewed and a first decision provided to authors approximately 20 days after submission; acceptance to publication is undertaken in 5 days.

Recognition of reviewers: reviewers who provide timely, thorough peer-review reports receive vouchers entitling them to a discount on the APC of their next publication in any SCIREA journal, in appreciation of the work done.

Recently Published Papers
Open Access
Anastasios Papathanasiou, George Liontos, Vasiliki Liagkou, Euripides Glavas
Abstract: Businesses and Organizations or Small and Medium-sized Enterprises (SMEs) are pivotal to the global economy, yet they frequently encounter cyber threats that jeopardize their financial stability and operational continuity. This paper presents a proactive approach to cybersecurity designed to protect SMEs from such threats.
Abstract       References PDF (322230 k) 12 Downloads     558 Views     DOI: 10.54647/isss120360
Open Access
Pratheeka Rajan, Anchana Devi, Angayarkanni B, Azger Dusthackeer, Priya R Iyer
Abstract: Background: Tuberculosis is a chronic infectious disease that is caused by Mycobacterium tuberculosis. In the treatment forefront there are drugs like rifampicin, pyrazinamide, isoniazid that are used. However, long-term use of these medications causes multidrug-resistant bacteria and drug-induced liver damage. In th
Abstract       References PDF (795415 k) 28 Downloads     1243 Views     DOI: 10.54647/isss120357
Open Access
Haiping Wang, Zhaolong Yuan
Abstract: This paper first proves the validity of the generalized modal syllogism □AM◇I-3 with the non-trivial generalized quantifier ‘most’ and the two trivial generalized quantifiers ‘all’ and ‘some’. And then making best of relevant facts and deductive rules, this paper deduces 20 other valid generalized modal syllogisms from the
Abstract       References PDF (331984 k) 13 Downloads     967 Views     DOI: 10.54647/isss120354
Open Access
Sheldon Liang, Alexis Rainbow, William Cox, Jon Hardin, Paul Miller, Henry Whitlow
Abstract: Intelligent distributed education advocacy for sustainable learning outlets (iDEA-SLO) has emerged from cloud-based intelligent service by combining educational innovations to satisfy modern learners’ needs with sustainable learning outlets that combine traditional classroom and comprehensive online courseware (CoC). One su
Abstract       References PDF (1160675 k) 14 Downloads     1054 Views     DOI: 10.54647/isss120351
Open Access
Feifei Yang, Xiaojun Zhang
Abstract: Firstly this paper proves the validity of traditional syllogism EIO-4, and then makes full use of relevant definitions, facts, and some inference rules. On the basis of 34 reasoning steps, the other 23 syllogisms can be inferred from the syllogism EIO-4. This is because Aristotelian quantifiers (that is, all, no, some, and
Abstract       References PDF (179200 k) 21 Downloads     2413 Views     DOI: 10.54647/isss120350
Open Access
Baoxiang Wu
Abstract: This paper firstly presents knowledge representations of generalized syllogisms, and then uses relevant facts and reasoning rules to conduct knowledge reasoning on the basis of the generalized syllogism MMI-3 with the quantifier ‘most’. The main conclusion is that there are at least the other 25 valid generalized syllogisms
Abstract       References PDF (112640 k) 32 Downloads     4018 Views     DOI: 10.54647/isss120347
Open Access
Siyi Yu, Xiaojun Zhang
Abstract: Aristotelian modal syllogisms characterize the semantic and reasoning properties of Aristotelian quantifiers and modalities. In order to give a consistent explanation for Aristotelian modal syllogisms, this paper reveals the reduction between modal syllogisms on the basis of generalized quantifier theory, set theory, first-
Abstract       References PDF (360448 k) 24 Downloads     33293 Views     DOI: 10.54647/isss120344
Open Access
Yuriy Zhernovyi
Abstract: We consider repairable parallel system that consists of m identical units. At any moment of time, a unit can be in one of the two states: either operational or failed. Suppose, the number n of repair facilities is restricted (n?m), so failed units can form a queue for recovering. Assuming that the distributions of the time
Abstract       References PDF (615142 k) 26 Downloads     151786 Views     DOI: 10.54647/isss120340
Open Access
Liheng Hao
Abstract: This paper firstly formalizes Aristotelian modal syllogisms from the perspective of knowledge representation, and then uses modal logic and generalized quantifier theory to prove the validity of the Aristotelian modal syllogism □AE◇E-4. Finally, making much of some rules and facts in first-order logic and the definitions of
Abstract       References PDF (366899 k) 25 Downloads     220324 Views     DOI: 10.54647/isss120332
Open Access
Zi-cheng Zhu, Yan Diao, Xiang-hui Li
Abstract: By analyzing the structural performance characteristics of a heavy-duty gearbox, based on the modular design thinking and the requirements of the actual maintenance training application, the virtual prototype of a heavy-duty gearbox, such as the construction of three-dimensional model, collision detection, 3d observation, d
Abstract       References PDF (1263574 k) 27 Downloads     164594 Views     DOI: 10.54647/isss120324