Benedetta Amicizia | Mathematics | Innovative Research Award

 

Innovative Research Award

Benedetta Amicizia
Affiliation University of Bologna
Country Italy
Scopus ID 57212607514
Documents 5
Citations 27 citations by 19 documents
h-index 2
Subject Area Mathematics
Event International Popular Scientist Awards
Google Scholar gh_ty30AAAAJ
ORCID 0000-0003-3003-8133

Benedetta Amicizia
University of Bologna, Italy

The Innovative Research Award profile recognizes Benedetta Amicizia, a researcher affiliated with the University of Bologna whose scholarly activities contribute to the field of Mathematics. This academic profile summarizes publicly available research metrics, institutional affiliation, publication record, and scholarly impact using recognized research indexing platforms. The profile is presented in a neutral encyclopedic style suitable for academic recognition and professional reference.[1]

Abstract

Benedetta Amicizia has established an emerging research profile within Mathematics through peer-reviewed scholarly publications indexed in international bibliographic databases. Current publicly available metrics indicate five indexed documents, twenty-seven citations received from nineteen citing documents, and an h-index of two. These indicators demonstrate measurable scholarly engagement and an active contribution to mathematical research and scientific communication.[1][2]

Keywords

Innovative Research Award; Benedetta Amicizia; Mathematics; University of Bologna; Scientific Publications; Scopus Author; Research Metrics; Academic Recognition; Scholarly Impact; International Popular Scientist Awards.

Introduction

Mathematics provides essential theoretical foundations supporting developments across science, engineering, computing, economics, and data analysis. Researchers working in this discipline contribute through rigorous analytical methods, mathematical modeling, and interdisciplinary collaboration. Academic recognition profiles document measurable scholarly achievements while encouraging transparency and accessibility of research information.[3]

Research Profile

Benedetta Amicizia is affiliated with the University of Bologna, Italy. According to the Scopus author profile, the researcher has an indexed publication portfolio consisting of five documents that have collectively received twenty-seven citations from nineteen citing publications, resulting in an h-index of two. These bibliometric indicators provide a quantitative overview of research visibility while complementing qualitative assessments of scientific contribution.[1]

Research Contributions

The available scholarly record indicates contributions to mathematical research through peer-reviewed publications indexed in international citation databases. Such contributions support the advancement of mathematical knowledge, facilitate scholarly dialogue, and provide reference material for future investigations. Research dissemination through recognized indexing platforms increases discoverability and encourages interdisciplinary collaboration.[1][2]

Publications

The documented publication record currently includes five indexed scholarly documents. Readers are encouraged to consult the Scopus Author Profile and Google Scholar profile for the most recent publication list, citation updates, co-author information, and related bibliographic records.[1][2]

Research Impact

Research impact may be evaluated using publication quality, citation performance, collaboration networks, and the influence of scholarly outputs within the academic community. The documented citation record demonstrates that Benedetta Amicizia’s publications have been referenced by subsequent research, indicating measurable engagement with the broader scientific literature.[1]

Award Suitability

Based on publicly available scholarly information, Benedetta Amicizia demonstrates characteristics consistent with consideration for the Innovative Research Award. The documented academic record reflects active research participation, indexed publications, measurable citation performance, and affiliation with a recognized academic institution. Final award decisions should remain subject to the official evaluation criteria established by the International Popular Scientist Awards program.[4]

Conclusion

This profile provides a structured academic overview of Benedetta Amicizia by consolidating institutional affiliation, bibliometric indicators, research discipline, and recognized scholarly resources. The page is intended to facilitate academic visibility while presenting factual information in an objective reference format supported by authoritative research databases and official institutional resources.[1]

External Links

References

  1. Elsevier. (n.d.). Scopus Author Details: Benedetta Amicizia, Author ID 57212607514. Scopus.
    https://www.scopus.com/pages/authors/57212607514
  2. Google Scholar. (n.d.). Scholar Profile: Benedetta Amicizia.
    https://scholar.google.com/citations?user=gh_ty30AAAAJ&hl=en&oi=ao
  3. American Mathematical Society. (n.d.). Mathematics and Research.
  4. International Popular Scientist Awards. (n.d.). Award Information and Evaluation Overview.
    https://popularscientist.com/

Jianjun Jiao | Mathematics | Best Researcher Award

Prof. Dr. Jianjun Jiao | Mathematics | Best Researcher Award

Guizhou University of Finance and Economics China

Jian-Jun Jiao, Ph.D., is a distinguished Professor of Applied Mathematics at the School of Mathematics and Statistics, Guizhou University of Finance and Economics, China. With a robust academic career spanning over a decade, he has made significant contributions to differential equations and mathematical modeling in biological and ecological systems. His research, widely recognized in the academic community, has led to over 100 peer-reviewed publications and nearly 2000 citations.

Profile

Research Gate 

Orcid

Education 🎓

  • Ph.D. in Applied Mathematics – Dalian University of Technology, May 2008
  • M.S. in Fundamental Mathematics – Guangxi Normal University, June 2005
  • B.S. in Mathematical Education – Shaoyang University, July 1997

Professional Experience 🌍

  • Professor, School of Mathematics and Statistics, Guizhou University of Finance and Economics (2008–Present)
  • Research/Teaching Assistant, Guizhou University of Finance and Economics (2006–2008)
  • Postdoctoral Research Associate, Applied Mathematics, Huazhong University of Science and Technology (2009–2011)

Research Interests 🔬

  • Theories of Differential Equations
  • Mathematical Modeling in Biology, Epidemics, and Ecology

Honors and Awards 🏆

  • Communication Review Expert, National Science Foundation of China (2013–Present)
  • Senior Professional & Technical Title Evaluation Expert, Guizhou Province (2019–Present)
  • Provincial Management Expert, Guizhou Province (2019)
  • Core Expert, Guizhou Province (2021)

Publications Top Notes: 📚

Jiao, J., Liu, Z., Cai, S. (2020). Dynamics of an SEIR model with infectivity in incubation period and homestead-isolation on the susceptible. Applied Mathematics Letters, 107, 106442. DOI

Jiao, J., Quan, Q., Dai, X. (2022). Dynamics of a new impulsive predator–prey model with predator population seasonally large-scale migration. Applied Mathematics Letters, 132, 108096. DOI

Jiao, J., Liu, Z., Li, L., Nie, X. (2019). Threshold dynamics of a stage-structured single population model with non-transient and transient impulsive effects. Applied Mathematics Letters, 97, 88-92. DOI

Jiao, J., Chen, L., Cai, S., Wang, L. (2010). Dynamics of a stage-structured predator–prey model with prey impulsively diffusing between two patches. Nonlinear Analysis: Real World Applications, 11, 2748-2756. DOI

Jiao, J., Cai, S., Chen, L. (2011). Analysis of a stage-structured predator-prey system with birth pulse and impulsive harvesting at different moments. Nonlinear Analysis: Real World Applications, 12, 2232-2244. DOI

Modelling and analysis of periodic impulsive releases of the Nilaparvata lugens infected with wStri-Wolbachia

Survival Analysis of a Predator–Prey Model with Seasonal Migration of Prey Populations between Breeding and Non-Breeding Regions

Survival analysis of a stochastic impulsive single-species population model with migration driven by environmental toxicant