Fatemeh Gharari | Probability | Women Researcher Award

Assist Prof Dr. Fatemeh Gharari | Probability | Women Researcher Award

Assist Prof Dr. Fatemeh Gharari, University of Mohaghegh Ardabil, Iran

πŸ‘©β€πŸ« Dr. Fatemeh Gharari is an Iranian statistician and Assistant Professor at the University of Mohaghegh Ardabili. πŸ“Š With a PhD in Mathematical Statistics, her expertise lies in Bayesian Statistics and Complex Systems. πŸ“ˆ She serves as Managing Editor for the Journal of Hyperstructures and has published extensively in reputable journals. πŸ“š Dr. Gharari’s research focuses on fractional distributions and their applications, with a keen interest in cognitive science and teaching. 🧠 Fluent in Turkish, Farsi, and English, she is an accomplished academic with numerous awards and a dedicated mentor to her students.

 

Publication Profile:

Scopus

Google Scholar

Education:

πŸ“š Dr. Fatemeh Gharari embarked on her academic journey with a Bachelor’s in Applied Mathematics from Payamnoor University, Iran, from 2007 to 2010. πŸŽ“ She continued her pursuit of knowledge with a Master’s in Pure Mathematics at the University of Mohaghegh Ardabili, graduating in 2013. πŸ“ˆ Dr. Gharari’s passion for statistical analysis led her to pursue a PhD in Mathematical Statistics at the same university, culminating in 2019. 🌐 Seeking further enrichment, she broadened her horizons as a Visiting Student at McMaster University, Canada, from 2018 to 2019. 🌟 This diverse educational background has equipped her with a comprehensive understanding of mathematical principles and statistical methodologies.

 

Awards and Honors:

πŸ… Dr. Fatemeh Gharari’s academic excellence has been consistently recognized through prestigious honors and awards. 🌟 She proudly holds the title of the top graduate of the Department of Statistics at the University of Mohaghegh Ardabili, a testament to her exceptional performance and dedication. πŸŽ“ In 2017, she was bestowed with the honor of being named a Distinguished PhD Student in the Department of Statistics, further highlighting her scholarly achievements and contributions. πŸ† Additionally, Dr. Gharari’s outstanding academic prowess was acknowledged earlier in her career when she was recognized as a Distinguished Student in the Province of Ardabil in 2000, setting the stage for her future success.

Research Focus:

πŸ” Dr. Fatemeh Gharari’s research focus primarily revolves around the exploration and application of fractional calculus in statistical modeling and analysis. πŸ“Š Her work encompasses diverse areas such as Bayesian estimation, discrete fractional calculus, stochastic processes, and the development of novel distributions through fractional techniques. πŸ“ˆ By leveraging fractional methodologies, Dr. Gharari contributes significantly to enhancing statistical methodologies and their practical applications in various fields including finance, cryptography, and image encryption. πŸ’‘ Her expertise in this domain underscores her commitment to advancing statistical theory and its real-world implications, fostering innovation and problem-solving in statistical research.

 

Publication Top Notes:

Mohamed Malloug | Mathematical sciences | Best Researcher Award

Assist Prof Dr. Mohamed Malloug | Mathematical sciences | Best Researcher Award

Assist Prof Dr. Mohamed Malloug, FacultΓ© de Gafsa, Tunisia

πŸ‘¨β€πŸ« Dr. Mohamed Malloug, a distinguished mathematician, earned his Doctorate with highest honors from the Graduate School of Science and Technology of Hammam Sousse. Prior, he obtained a Master’s degree with commendation from Franche ComtΓ©-France University. With a passion for education, he served as a Senior Professor at ISSAT Institute, GabΓ¨s, and the Faculty of Sciences GabΓ¨s (FSG), where he taught fundamental physics and mathematics. Dr. Malloug’s academic contributions extend to authored books on spectral properties and stabilization in hyperbolic equations. He also dedicated over a decade to secondary education, shaping young minds in mathematics. πŸ“š

Publication Profile:

Orcid

 

Education:

πŸŽ“ Dr. Mohamed Malloug’s academic journey is marked by excellence and dedication. His pursuit of knowledge began with a strong foundation, earning a Mathematics Baccalaureate from Zarzis Techniq High School in June 1992. He continued to excel, obtaining a Master’s degree in Mathematics from FST University. His passion for research led him to pursue a Master’s diploma in in-depth mathematics at Franche ComtΓ©-France University, where he received commendable honors. Dr. Malloug’s academic pinnacle was achieved with a Mathematics Doctorate from the Graduate School of Science and Technology of Hammam Sousse, recognized with a very honorable mention. His academic prowess and commitment to mathematics shine brightly throughout his educational journey. 🌟

Employment:

🏫 Dr. Mohamed Malloug contributes his expertise to the University of Gafsa in Gafsa, TN, enriching the academic landscape with his knowledge and dedication. As a distinguished faculty member, he plays a vital role in shaping the minds of students and fostering academic excellence. With a commitment to his field and a passion for teaching, Dr. Malloug embodies the spirit of higher education and contributes to the university’s mission of intellectual advancement. Through his work, he continues to inspire and empower the next generation of scholars and researchers

Β Research Focus:

πŸ”¬ Dr. Mohamed Malloug’s research focuses primarily on mathematical analysis and control theory, with a particular emphasis on partial differential equations (PDEs) and their applications in various physical systems. His work encompasses a wide range of topics including exponential decay phenomena, energy stabilization, and spectral properties of mathematical operators. Through his contributions to journals and books, Dr. Malloug has advanced our understanding of polynomial stabilizability, energy decay in waveguides, and stabilization of hyperbolic equations. His expertise lies at the intersection of theoretical mathematics and practical applications, making significant strides in modeling and controlling dynamical systems. 🌟