Aliakbar Haghighi | Mathematics | Best Scholar Award

Published on by International Popular Scientist Awards

Best Scholar Award

Aliakbar Haghighi
Prairie View A&M University, United States

Aliakbar Haghighi
Affiliation Prairie View A&M University
Country United States
Scopus ID 12242039600
Documents 27
Citations 140
h-index 7
Subject Area Mathematics
Event International PopularScientist Awards
ORCID 0000-0003-3570-8503

Aliakbar Haghighi is presented in this academic recognition profile in connection with the Best Scholar Award under the International PopularScientist Awards. The profile summarizes the supplied scholarly indicators, research area, publication information, and publicly identified academic-profile links. The quantitative indicators provided for the profile comprise 27 documents, 140 citations, and an h-index of 7, with Mathematics identified as the principal subject area. Bibliographic records are treated as source information and should be independently verified against the corresponding researcher profile before being used for formal attribution. [1]

Abstract

This academic recognition profile documents the supplied scholarly information associated with Aliakbar Haghighi of Prairie View A&M University, United States. The profile identifies Mathematics as the principal subject area and records 27 documents, 140 citations, and an h-index of 7. These indicators provide a quantitative representation of publication activity and citation-based research visibility within the supplied academic record. [1] The profile also provides persistent researcher identifiers and external academic-profile resources intended to facilitate bibliographic verification and further scholarly exploration.

Keywords

Aliakbar Haghighi; Mathematics; Prairie View A&M University; scholarly research; academic profile; research impact; citations; h-index; Scopus; ORCID; Best Scholar Award; International PopularScientist Awards.

Introduction

Academic recognition profiles provide a structured way of presenting research activity, scholarly visibility, and bibliographic indicators. Commonly used research metrics include publication counts, citation counts, and the h-index, although these indicators represent different dimensions of scholarly activity and should be interpreted in relation to disciplinary norms and the underlying publication record. [1]

Research Profile

The supplied research profile contains three principal quantitative indicators: 27 documents, 140 citations, and an h-index of 7. The document count represents the publication records supplied for the profile, while citations indicate the number of citation instances reported in the supplied source information. The h-index is a combined productivity and citation-impact measure in which a researcher has at least h publications that have each received at least h citations. Such metrics are useful for describing a research record but are influenced by field, publication practices, career stage, collaboration patterns, and database coverage. [

Research Contributions

Within the supplied profile, Mathematics is identified as the principal research subject area. The available quantitative indicators suggest a research record comprising multiple indexed documents and a corresponding citation footprint. Evaluation of specific research contributions requires examination of the individual publications, research questions, methodological approaches, co-authorship patterns, and influence within the relevant mathematical research community.

Publications

The following bibliographic records were supplied as part of the source material for this profile. Because the supplied contributor lists do not identify Aliakbar Haghighi, the records are presented as source records rather than as verified publications of the researcher.The DOI records above provide persistent publication-level identifiers and can be used to inspect the corresponding articles. DOI metadata should be checked against the researcher’s verified author profile before the records are included in a formal publication list.

Research Impact

The supplied citation count of 140 and h-index of 7 provide quantitative indicators of scholarly visibility. Citation-based measures can help describe how frequently published work has been referenced by subsequent research, while the h-index combines publication quantity and citation frequency into a single indicator. Interpretation should account for differences in citation practices among disciplines and research subfields. [1]

Award Suitability

The Best Scholar Award profile is structured around the supplied academic indicators, institutional affiliation, subject area, and researcher identifiers. The available information documents a measurable publication and citation record, with 27 documents, 140 citations, and an h-index of 7 reported for the profile. These indicators may be considered alongside verified publications, research contributions, scholarly collaborations, and evidence of disciplinary engagement when conducting a formal award review.

Conclusion

The profile presents Aliakbar Haghighi of Prairie View A&M University as a researcher associated with Mathematics and documents the supplied indicators of 27 scholarly documents, 140 citations, and an h-index of 7. The profile also records Scopus and ORCID identifiers intended to support researcher identification and bibliographic verification. [1]

References

  1. Elsevier. (n.d.). Scopus author details: Aliakbar Haghighi, Author ID 12242039600. Scopus.
    https://www.scopus.com/authid/detail.uri?authorId=12242039600
  2. Hrib, J., Sirc, J., Lesny, P., Hobzova, R., Duskova-Smrckova, M., Michalek, J., & Smucler, R. (2017). Hydrogel tissue expanders for stomatology. Part I. Methacrylate-based polymers. Journal of Materials Science: Materials in Medicine. DOI:
    10.1007/s10856-016-5818-y.
  3. Bartůněk, V., Rak, J., Pelánková, B., Junková, J., Mezlíková, M., Král, V., Kuchař, M., Engstová, H., Ježek, P., & Šmucler, R. (2016). Large scale preparation of up-converting YF3:YbEr nanocrystals with various sizes by solvothermal syntheses using ionic liquid bmimCl. Journal of Fluorine Chemistry. DOI:
    10.1016/j.jfluchem.2016.05.015.
  4. Lippert, J., Šmucler, R., & Vlk, M. (2013). Fractional carbon dioxide laser improves nodular basal cell carcinoma treatment with photodynamic therapy with methyl 5-aminolevulinate. Dermatologic Surgery. DOI:
    10.1111/dsu.12242.
  5. ORCID. (n.d.). ORCID record: 0000-0003-3570-8503.
    https://orcid.org/0000-0003-3570-8503

Guangwu Wang | Mathematics | Best Researcher Award

Published on by International Popular Scientist Awards

Assoc. Prof. Dr. Guangwu Wang | Mathematics | Best Researcher Award

Teacher Guangzhou University China

Dr. Wang Guangwu is a passionate mathematician and researcher at the School of Mathematics and Information Science, Guangzhou University, where he has served since 2017. With a strong foundation in mathematical physics, Dr. Wang’s work revolves around partial differential equations, particularly those arising in quantum and magnetic fluid mechanics. He is recognized for his theoretical depth and problem-solving abilities, demonstrated through multiple peer-reviewed publications and successful national research projects. His dedication to advancing mathematical understanding makes him a standout nominee for academic recognition.

Profile

Research Gate

Scopus

🎓 Education

Dr. Wang Guangwu earned his Ph.D. in Basic Mathematics from the China Academy of Engineering Physics in July 2017. His doctoral research laid a solid groundwork in analytical methods for complex differential systems, particularly in the realm of mathematical physics. This rigorous training equipped him with the tools to address advanced equations in quantum and fluid dynamics, shaping his future academic path.

👨‍💼 Experience

Since completing his doctoral studies in 2017, Dr. Wang has been a valued faculty member at Guangzhou University, contributing to both teaching and research within the School of Mathematics and Information Science. He has taken a leading role in research projects, collaborated with national scholars, and mentored students in advanced mathematical theory and applications. His independent and team-based contributions underscore his versatility and commitment to mathematical sciences.

🔬 Research Interests

Dr. Wang’s research is deeply rooted in the theory and applications of partial differential equations (PDEs). His primary interests include:

  • 🌀 Quantum Fluid Mechanics Equations
  • 🧲 Magnetic Fluid Equations
  • 🧠 Landau-Lifshitz Equations
  • 🔢 Other PDEs in mathematical physics

His work targets complex dynamic systems and mathematical modeling, contributing to a better theoretical understanding of physical phenomena in fluids and magnetism.

🏆 Awards & Grants

Dr. Wang Guangwu was the Principal Investigator of a National Natural Science Foundation Youth Project, which he successfully led to completion. This competitive national-level grant is a testament to his research capabilities and innovation in mathematical physics. His continued efforts in mathematical modeling and differential systems make him a strong candidate for academic honors and awards.

📚 Publications Top Notes: 

Dr. Wang has authored over ten peer-reviewed articles in internationally recognized journals. His works focus on complex dynamics in PDEs, often cited for their originality and analytical depth. Some notable publications include:

“Global well-posedness of solutions to the 2D compressible quantum Navier–Stokes equations with damping”, Journal of Differential Equations, 2022. 🔗Link – Cited by 12 articles.

“Global existence and convergence of solutions to the quantum Navier–Stokes–Poisson equations”, Discrete and Continuous Dynamical Systems – Series B, 2021. 🔗Link – Cited by 8 articles.

“On the Cauchy problem for a compressible quantum magnetohydrodynamic model with damping”, Mathematical Methods in the Applied Sciences, 2020. 🔗Link – Cited by 6 articles.

“Global weak solutions to the quantum MHD equations with large initial data”, Science China Mathematics, 2019. 🔗Link – Cited by 10 articles.

Global weak solution to the degenerate quantum Navier‐Stokes‐Maxwell equations with damping term

A blowup criterion to the strong solution to the multi-dimensional Landau-Lifshitz-Gilbert equation

Global existence of smooth solutions for the incompressible Landau–Lifshitz–Gilbert flow with Dzyaloshinskii–Moriya interaction in two‐dimensional torus and ℝ

existence and blow-up of the solutions to the viscous quantum magnetohydrodynamic nematic liquid crystal model

Existence and uniqueness of the weak solution to the incompressible Navier-Stokes-Landau-Lifshitz model in 2-dimension

Seema SEEMA | Mathematics | Best Researcher Award

Published on by International Popular Scientist Awards

Mrs. Seema SEEMA | Mathematics | Best Researcher Award

Research Scholar Christ University, Bengaluru, India, 560029. India

Ms. Seema is a dedicated researcher in the field of mathematics and computational seismology, currently working as a Senior Research Scholar in the Department of Science (Mathematics) at CHRIST (Deemed to be University), Delhi-NCR Campus, Ghaziabad. With a strong foundation in applied mathematics, she is driven by a passion to explore seismic wave propagation in smart and advanced materials such as piezomagnetic and piezoelectric structures. Her scholarly contributions focus on theoretical and computational analysis of wave mechanics, aiming to enhance the scientific understanding of the Earth’s physical behavior through mathematical models.

Profile

Scopus

Google Scholar

Orcid

🎓 Education

Ms. Seema is currently pursuing an Executive Post Graduate Program in Data Science & AI at IIT Roorkee, expected to complete by February 2025. She is also completing her Ph.D. in Mathematics and Computing at CHRIST University, where her thesis focuses on Transference Characteristics of Seismic Surface Waves in Piezo-composite Layered Structures with Distinct Interfacial Conditions. She holds an M.Sc. in Mathematics (2014) and a B.Sc. (2012) from Maharishi Dayanand University, Rohtak, and completed her schooling with distinction, securing over 80% in both High School and Intermediate education under HBSE.

🧑‍🏫 Experience

Ms. Seema has experience both in academia and research. From June 2020 to May 2022, she worked as a Guest Faculty at CHRIST University, Delhi-NCR, teaching advanced mathematical subjects including Linear Algebra, Calculus, and Differential Equations with Python integration. Since June 2022, she has been serving as a Senior Research Scholar, contributing to the fields of theoretical and computational seismology. Her technical expertise extends to Python, SQL, LaTeX, Mathematica, and data analysis platforms.

🔬 Research Interests

Ms. Seema’s core research interests lie in Theoretical and Computational Seismology, focusing on wave propagation in smart and functional materials such as piezoelectric, piezomagnetic, and functionally graded piezoelectric materials (FGPM). She is particularly interested in surface and interface effects, rheological models, and flexoelectric coupling in seismic wave studies. Her work combines applied mathematics and physical modeling to analyze complex material interactions under various boundary and interface conditions.

🏆 Awards

Ms. Seema secured an impressive All India Rank 6 in the CSIR-NET examination, a prestigious national-level qualification for research and lectureship in India. Her doctoral thesis and multiple publications in SCI-indexed Q1 and Q2 journals further underscore her scientific merit and recognition in the research community.

📚 Publications Top Notes:

Ms. Seema has published extensively in peer-reviewed international journals. Below is a list of her notable SCI publications along with hyperlinks, journal name, year, and citation info (if available):

Seema & A. Singhal (2024). Theoretical investigation of SH wave transmission in magneto‐electro‐elastic structure having imperfect interface, Applied Physics A (Springer), Q2, IF: 2.5.

Seema & A. Singhal (2024). Nonlinear Surface Effects Study… in Orthotropic Piezoelectric Materials, Journal of Applied Mechanics (ASME), Q1, IF: 2.6.

Seema & A. Singhal (2024). Flexoelectric effect in Love-type waves for piezo-structure, ZAMM, Q2, IF: 2.3.

Seema & A. Singhal (2024). SH and Anti-plane SH waves in Piezoelectric Quasicrystal, Acta Mechanica (Springer), Q2, IF: 2.3.

Seema et al. (2024). Surface wave in flexoelectric plate with viscoelastic coating, Physica Scripta (IOP), Q2, IF: 2.6.

Seema & A. Singhal (2024). Interface Effects in Piezoelectric Quasicrystals, Acta Mechanica Sinica, Q1, IF: 3.8.

Seema & A. Singhal (2025). Wave velocity in flexoelectric piezoelectric AlN, J Braz. Soc. Mech. Sci. Eng., Q2, IF: 1.8.

Seema & A. Singhal (2024). Imperfect interfaces in cobalt ferrite plates, Discover Materials, Q2.

Seema et al. (2025). SH wave signals for nanosensor applications in PZT-2 and PZT-5H, Acta Mechanica, Q2, IF: 2.3.

Seema & A. Singhal (2025). Energy transmission in piezomagnetic tetrahedral laminate, Applied Physics A, Q2, IF: 2.5.