Innovative Research Award
Orhan Dalkilic is a mathematics researcher affiliated with Bingol University, Turkey. The researcher profile supplied for this recognition article records 39 documents, 378 citations, and an h-index of 12 in Scopus. These bibliometric indicators provide a quantitative overview of indexed scholarly output and citation activity, while the assessment of research quality and significance requires consideration of the underlying publications, venues, methodologies, and contributions. [1]
Abstract
This article presents an academic recognition profile for Orhan Dalkilic, a mathematics researcher affiliated with Bingol University in Turkey. The profile is associated with the Innovative Research Award and the International Research Excellence Awards – Book of Award. The supplied bibliometric information identifies 39 Scopus-indexed documents, 378 citations, and an h-index of 12. Such indicators are commonly used to describe dimensions of scholarly productivity and citation impact, although they should be interpreted in conjunction with qualitative evidence concerning research originality, methodological contribution, collaboration, publication quality, and influence within the relevant field. [1] [2]
Keywords
Orhan Dalkilic; Bingol University; Mathematics; Mathematical Research; Research Excellence; Innovative Research Award; Bibliometrics; Scopus; Citation Impact; h-index; Scholarly Publications; International Research Excellence Awards.
Introduction
Mathematical research encompasses theoretical development, analytical methods, computational approaches, and applications across numerous scientific and technological disciplines. Recognition of mathematical scholarship may therefore consider several complementary dimensions, including the development of new results, the advancement of established methods, publication activity, citation patterns, and contributions to the wider research community. Within this context, Orhan Dalkilic is presented as a researcher in mathematics affiliated with Bingol University. The supplied Scopus profile identifies an author record under Scopus Author ID 57221419890, with 39 documents and 378 citations. [1]
Research Profile
The research profile supplied for this article places Orhan Dalkilic within the subject area of Mathematics. The recorded Scopus metrics are 39 documents, 378 citations, and an h-index of 12. The h-index is a bibliometric indicator designed to combine publication productivity with citation impact; it represents a threshold at which a researcher has at least that number of publications receiving at least the same number of citations. [1] [2]
Research Contributions
The available profile information establishes a measurable record of scholarly publication and citation activity in mathematics. With 39 documents indexed in Scopus, the record indicates sustained participation in formal scholarly communication. The 378 citations recorded in the supplied profile further indicate that the indexed publications have received citations from subsequent scholarly literature. [1]
Publications
The supplied Scopus information records 39 documents associated with the researcher’s author profile. Scopus provides bibliographic and citation information for indexed scholarly publications, enabling researchers and institutions to examine publication output and citation patterns. Because the input data does not include a verified list of individual article titles, journals, publication years, co-authors, or DOI identifiers, this article does not assign specific publications to the researcher beyond the supplied aggregate document count. This approach avoids introducing bibliographic details that cannot be independently established from the provided profile information. [1]
Research Impact
The supplied citation count of 378 and h-index of 12 provide quantitative measures of the visibility and citation activity associated with the indexed research record. Bibliometric indicators can support comparative analysis when used within an appropriate disciplinary and career-stage context, but they should not be treated as complete measures of research quality. Citation behavior may vary substantially between mathematical subfields, publication types, journals, geographic communities, and periods of scholarly activity. [1] [4]
Award Suitability
Final award suitability should be determined according to the applicable award criteria and supported by appropriate evidence concerning research originality, scholarly significance, publication quality, disciplinary contribution, and broader academic impact. Bibliometric indicators may complement such an assessment but should not be interpreted as a substitute for expert evaluation of the underlying research. [3]
Conclusion
The Innovative Research Award recognition should be understood within a broader academic assessment framework in which bibliometric evidence is considered together with the originality, rigor, relevance, and influence of the research itself. The profile therefore provides a structured overview of the supplied evidence while avoiding unsupported claims about individual publications or mathematical results. [1]
External Links
References
- Elsevier. (2026). Scopus author details: Orhan Dalkilic, Author ID 57221419890. Scopus.
https://www.scopus.com/authid/detail.uri?authorId=57221419890
- Algorithms for Covid-19 outbreak using soft set theory: estimation and application.
https://doi.org/10.1007/s00500-022-07519-5
- ORCID. (2026). Orhan Dalkilic, ORCID 0000-0003-3875-1398. ORCID Registry..
https://orcid.org/0000-0003-3875-1398
- Google Scholar. (2026). Orhan Dalkilic academic profile and scholarly publications. Google Scholar.
https://scholar.google.com/citations?user=tgKcxeMAAAAJ&hl=tr