Prof. Serena Doria | Probability and nonlinear integrals | Best Researcher Award

Prof. Serena Doria | Probability and nonlinear integrals | Best Researcher Award

University g. d'Annunzio Chieti-Pescara | Italy

Author Profile 

ORCID 

Summary 


Serena doria, an associate professor at the university g. d’annunzio chieti-pescara, italy, has established herself as a specialist in imprecise probability theory, approximate reasoning, and uncertainty modeling. her academic background and editorial contributions reflect a deep commitment to advancing knowledge in theoretical and applied domains. with over 90 research publications and participation in key international symposia, her work has found meaningful applications in power electronics, where decision-making under uncertainty is crucial. her editorial roles and research leadership highlight her growing influence in the field of computational intelligence and probabilistic reasoning.

Early academic pursuits 

Serena doria began her academic journey with a deep interest in mathematical reasoning and uncertainty theory, which later evolved into her significant contributions to power electronics and applied probabilistic methods. her foundational education set the stage for a career dedicated to blending rigorous theory with practical innovation, especially in fields involving data imprecision and approximation logic.

Professional endeavors 


Currently serving as an associate professor at the university g. d’annunzio chieti-pescara in italy, serena doria has established herself as a notable academic in both teaching and research. her professional journey includes editorial roles in esteemed international journals such as the international journal of approximate reasoning and the proceedings. she has also served as an editor Probability and nonlinear integrals alongside renowned scholars like thomas augustin, massimo marinacci, and enrique miranda, showcasing her collaborative expertise.

Contributions and research focus 


Serena’s research primarily revolves around imprecise probabilities, approximate reasoning, and uncertainty quantification—areas that greatly complement modern advancements in Probability and nonlinear integrals especially where decision-making under ambiguity is crucial. her work has led to the completion of three major research projects and the publication of a significant . she has published 37 scopus-indexed and 57 researchgate-listed journal articles, reinforcing her impact in both theoretical and applied domains.

Impact and influence 


With a growing academic presence, her scopus citation index stands at 224 with an h-index of 9, and on researchgate, she holds an impressive 298 citations with an h-index of 10. these metrics reflect her influence in bridging theoretical frameworks with practical applications in power electronics and decision sciences. her role in shaping the discourse around imprecise probability theory continues to be recognized globally.

Academic cites and recognition 


Her editorial contributions to high-impact publications, especially in collaboration with international symposiums such as isipta’15, underline her stature in the research community. she has played a critical role in nurturing academic discourse and elevating the visibility of approximation-based reasoning in global forums. her expertise is often sought for editorial and peer-review positions, further highlighting her scholarly authority.

Legacy and future contributions 


Serena doria’s legacy lies in her unwavering commitment to intellectual precision in uncertain domains, particularly where computation and decision-making intersect. as future technologies increasingly rely on data under uncertainty, her research will serve as a guiding framework—especially in fields like power electronics where predictive modeling and control systems demand robust reasoning models. with continued involvement in high-level academic platforms and research projects, she is poised to contribute meaningfully to the next generation of intelligent, uncertainty-aware systems.

Publications 

Title: Coherent Upper Conditional Previsions Defined through Conditional Aggregation Operators
Author(s): Serena Doria
Journal: Mathematics

Title: Sub-Additive Aggregation Functions and Their Applications in Construction of Coherent Upper Previsions
Author(s): Serena Doria, Radko Mesiar, Adam Šeliga
Journal: Mathematics

Title: Integral Representation of Coherent Lower Previsions by Super-Additive Integrals
Author(s): Serena Doria, Radko Mesiar, Adam Šeliga
Journal: Axioms

Conclusion 


Serena doria’s academic and research journey reflects a powerful blend of innovation, collaboration, and scholarly depth. her contributions have not only advanced the theoretical understanding of uncertainty but have also impacted emerging technologies such as power electronics, where intelligent systems require robust, adaptable frameworks. with a solid citation record and continued involvement in high-impact research, her legacy is poised to grow further. as computational methods evolve, her expertise in handling imprecise information will remain pivotal, especially in optimizing real-world systems like power electronics for the future.

Prof. Dr. Heinrich Begehr – Mathematics – Lifetime achievement Award

Prof. Dr. Heinrich Begehr - Mathematics - Lifetime achievement Award

Free University Berlin - Germany

Author Profile 

ORCID 

🔍 Early academic pursuits

Heinrich gottfried werner begehr  his academic path began with an enduring interest in mathematics, leading to a diploma (dipl. math.) in 1966 from the free university (fu) of berlin. his doctoral research, completed in 1968 under the supervision of alexander dinghas, focused on der beitrag zum satz von picard-borel-nevanlinna auf riemannschen flächen, marking his early commitment to complex analysis. he followed up with his habilitation in 1970, with a thesis on the wertverteilung approximativ analytischer funktionen, establishing a foundation for his lifelong research trajectory.

🧑‍🏫 Professional endeavors

Begehr's professional career has been closely associated with the free university of berlin, where he started as an assistant in 1966, progressed to a tenured assistant in 1969, and became an associate professor in 1970. from 1972 to 2004, he served multiple terms as director of the first mathematics institute at fu berlin. beyond his academic base, begehr contributed significantly as a guest professor in numerous institutions worldwide including universities in the usa, china, japan, poland, kazakhstan, and russia. his commitment to international collaboration led to long-standing educational exchanges and research development, with emerging themes that indirectly intersect with mathematical foundations applicable in power electronics and computational modeling.

📘 Contributions and research focus

Heinrich Begehr has specialized in complex analysis, elliptic equations, and applied mathematical analysis. his research has consistently bridged theoretical and applied domains, with notable relevance in systems that resemble signal processing and modeling structures, often seen in modern power electronics. his influence extends to analytical functions, approximation theory, and Mathematics differential equations, laying mathematical groundwork with practical applications in scientific computing. his editorial work and mentorship have promoted interdisciplinary approaches that inform both theoretical and engineering contexts.

🌍 Impact and influence

Through his editorships and board memberships in over 20 mathematical journals, including complex variables and elliptic equations and advances in pure and applied mathematics, begehr has Mathematics shaped the direction of global mathematical research. he was a founding leader in the international society for analysis, its applications and computation (isaac), serving as president, secretary, and treasurer for over two decades. the society became a platform fostering collaboration in areas such as mathematical analysis and its intersections with physical sciences—including areas like power electronics where computational accuracy and modeling are critical. he also held several leadership roles within the berlin mathematical society.

🏛️ Academic sites and affiliations

Heinrich Begehr is a member of multiple prestigious academies, including the russian academy of natural sciences (armenian branch, since 2002) and the european academy of sciences (since 2004). his official academic profiles are accessible through isaac’s homepage and fu berlin’s departmental site. he maintains visibility through a long-standing presence in the orcid registry, Mathematics marking his scholarly contributions and collaborations.

🧾 Legacy and future contributions

Even after his retirement in 2004, begehr continues to influence the mathematical community through editorial leadership, global academic visits, and as a guiding figure in complex analysis. his structured approach to mathematical theory serves as a pedagogical model for future researchers. the cross-disciplinary reach of his work, especially where mathematics underpins evolving fields like signal systems, electrical circuit theory, and power electronics, ensures his contributions remain impactful. future generations of mathematicians and engineers will continue to draw upon his theoretical constructs and commitment to global scholarly exchange.

Notable Publications 

  1. Title: Hyperbolic tessellation: harmonic Green function for a Schweikart triangle in hyperbolic geometry
    Author(s): Heinrich Begehr
    Journal: Complex Variables and Elliptic Equations

  2. Title: A Neumann problem for the polyanalytic operator in planar domains with harmonic Green function
    Author(s): Mohamed Akel, Heinrich Begehr, Alip Mohammed
    Journal: Applicable Analysis

  3. Title: A pair of rational double sequences
    Author(s): Serik Altynbek, Heinrich Begehr
    Journal: Georgian Mathematical Journal

  4. Title: One Century since Bergman, Szegö and Bochner
    Author(s): Heinrich Begehr, Saburo Saitoh
    Journal: International Journal of Reproducing Kernels

  5. Title: 1, 2, 3, 1,2,3, some inductive real sequences and a beautiful algebraic pattern
    Author(s): Sarsengali Abdygalievich Abdymanapov, Serik Altynbek, Anton Begehr, Heinrich Begehr
    Journal: Analysis