Announcements

MDPI will be attending the 18th European Conference on Computer Vision (ECCV 2024) in MiCo Milano, Italy, which will take place from 29 September to 4 October 2024. The European Conference on Computer Vision (ECCV) is a premier biennial research conference in Computer Vision and Machine Learning, managed by the European Computer Vision Association (ECVA). It is held on even years and gathers the scientific and industrial communities within these areas. The first ECCV was held in 1990 in Antibes, France, and the conference has subsequently been organized all over Europe.

The following MDPI journals will be represented:

• Applied Sciences;
• Electronics;
• AI;
• Future Internet;
• Inventions;
• Journal of Imaging;
• Machine Learning and Knowledge Extraction;
• Mathematics;
• Remote Sensing;
• Technologies.

If you are attending the conference, please visit our booth. Our delegates look forward to meeting you in person and answering any questions that you may have. For more information about the conference, please visit the following link: https://eccv.ecva.net/.

Conference: 2024 IEEE Information Theory Workshop
Organization: Tsinghua Shenzhen International Graduate School and IEEE Information Theory Society
Date: 24–28 November 2024
Place: Shenzhen, China

We are pleased to announce that MDPI will be attending the 2024 IEEE Information Theory Workshop as an exhibitor. This meeting will be held in Shenzhen, China, from 24 to 28 November 2024.

This conference consists of a daily plenary followed by two parallel technical sessions throughout the day. IEEE-ITW’24 welcomes original contributions on the frontiers of information theory, statistics, coding theory, and their applications, as well as interactions between information theory and other fields such as data science, biology, and signal processing.

The following MDPI journals will be represented:

• Entropy;
• Information;
• Data;
• Future Internet;
• Cryptography;
• Network;
• Digital;
• JCP;
• Mathematics;
• Electronics.

If you are attending this conference, please feel free to engage with us while you are there. Our delegates look forward to meeting you in person and answering any questions you may have. For more information about the event, please visit the following website: https://www.ieee-itw2024.org/.

MDPI would like to invite all experts recognized in their fields to attend a webinar organized by our journal Mathematics (ISSN: 2227-7390) entitled—The Utilization of Stochastic Reconstruction in Estimating, Diagnosing and Extending Hawkes Process Models. The aim of the webinar is to focus on the Hawkes process model, a point process model widely used in both natural and social sciences. Its ability to examine clustering effects and positive interactions among events makes it a powerful tool for many researchers. During this talk, the ways in which stochastic reconstruction can be applied to estimate, diagnose, and enhance the Hawkes process model will be explored. This webinar will be valuable and inspiring for anyone working with these models. 

We are looking forward to seeing you at the webinar.

Webinar: The Utilization of Stochastic Reconstruction in Estimating, Diagnosing and Extending Hawkes Process Models
Date: 12 September 2024
Time: 9:00–9:50 (CEST) | 16:00–16:50 (JST)
More information: https://sciforum.net/event/Mathematics-8

This is a free webinar. After registration, you will receive a confirmation email containing information on how to join. Registrations with academic institutional email addresses will be prioritized.

Unable to attend? Register anyway and we will let you know when the recording is available for viewing.

Register for free:

Program:

Relevant Special Issue:
“Stochastic Processes and Its Applications”
Edited by Dr. Elvira Di Nardo and Prof. Dr. Luis Alberiko Gil-Alana
Submission Deadline: 31 May 2025

We wish to congratulate Prof. Dr. Masahiro Yamamoto for winning the Mathematics 2022 Best Paper Award.

Name: Masahiro Yamamoto
Affiliation: Graduate School of Mathematical Sciences, The University of Tokyo, Komaba, Meguro, Tokyo 153-8914, Japan
Interests: inverse problems in mathematical sciences; parameters in evolution equations; determination of shapes of domains from overdetermining data

Masahiro Yamamoto has been a full professor in the Graduate School of Mathematical Sciences of The University of Tokyo, Japan, since 2010, and he is now a Project Professor and Emeritus Professor at the University of Tokyo and a professor at Zonguldak Bulent Ecevit University in Turkey. In 1983, he obtained the degree of Master of Science from the University of Tokyo. He received a Ph.D. from the University of Tokyo for a thesis entitled “Inverse Spectral Problem for Systems of Ordinary Differential Equations” in 1988. His research interests include inverse problems by Carleman estimate; inverse boundary value problems; determination of shapes; fractional partial differential equations and optimal control.

The following is from an interview with Prof. Dr. Masahiro Yamamoto:

1. Could you give a brief introduction of yourself to the readers? Could you introduce your current research direction and provide an update on your progress?
I have been working on control theory, inverse problems for partial differential equations and time fractional partial differential equations. In particular, I have started mathematical research for fractional differential equations, motivated by the analysis of the anomalous diffusion of radioactive nuclide, which was seriously emitted by the Fukushima nuclear disaster in 2011. In order to maintain reasonable shapes of my own theoretical research, I, a mathematician, am confident that it is so important to maintain contact with more applied aspects. Moreover, through such contact, one can find significant topics from the real-world which are awaiting mathematical studies. In other words, in this field, mathematicians must always pursue not only theories but also possible practice of the developed theories.
Holding such views, I have recently been working on the uniqueness and stability of various inverse problems for time-fractional differential equations, as well as for transport, parabolic, hyperbolic, Schrodinger equations.

2. Could you please briefly introduce the main content of the winning paper?
There have been many important works on time-fractional differential equations such as the unique existence of solutions to initial value problems and initial boundary value problems. However, aiming at more consistent convenient applications to inverse problems, I proposed a framework based on the operator theory. This approach is not purely new, but I have integrated existing results and expertise such as the operator theory and the theory of evolution equations, and I have demonstrated the effectiveness of the framework in various problems for time-fractional differential equations.
In the winning paper, I have tried to establish foundations of the theory of time-fractional differential equations, which is directly applicable to inverse problems.

3. Could you describe the difficulties and breakthrough innovations in this research field?
Fractional calculus is similar to classical calculus treating derivatives of natural number orders, but not the same. For example, formulae of integration by parts for fractional derivatives do not allow us to use energy estimates and Carleman estimates, which are strong tools for inverse problems. Such a difference is a main difficulty. Thus, it is definitely a breakthrough that we can completely clarify which properties can still hold and which are essentially different among the properties of parabolic equations and hyperbolic equations. Through such complete clarification, we can also understand the essence of anomalous diffusion.

4. What appealed to you about the journal that made you want to submit your paper? How was your experience submitting to Mathematics?
The wide range of audience is appealing, and the referee procedure was excellent.

5. Which research topics do you think will be of particular interest to the research community in the coming years?

• The inverse problems for fractional partial differential equations;
• The establishment of the theory of time-fractional differential equations which may generalize the classical theory of partial differential equations.

6. Do you have any advice for aspiring young researchers looking to make a meaningful impact in their respective fields?

• Do not aim too much at currently popular research fields. Also, we should keep in mind that we try to find rough gemstones which will open up rich and important research fields;
• It may take a long time until your achievements are well recognized and evaluated; please be patient and continue to work;
• In order to maintain your mathematical research, please grasp wide scopes not only involving mathematics but also real-world problems. Remember that mathematics looks transcendental and far away from reality, but it can solve real world problems and potentially even save the world.

7. As the winner of this award, is there something you want to express or someone you wish to thank most?
The late Professor Dr. Rudolf Gorenflo. He introduced me to the world of fractional calculus and has supported my research. It is a pity that now I cannot directly convey my gratitude to him, and I am surely indebted to him.

8. What is your opinion of the open access model of publishing?
Open access is fine, especially for mathematics if used relevantly, because mathematical achievements are fundamental and so are more similar to common properties, especially among natural sciences.

MDPI’s Young Investigator Awards recognize promising early career scientists, acknowledge their contributions, and foster collaboration within the scientific community. We are proud to announce the recipients for 2023, who were carefully selected by the journals’ esteemed Award Evaluation Committee.

We extend our heartfelt congratulations to the 79 winners of MDPI’s 2023 Young Investigator Awards for their excellent contributions in their research field. We look forward to seeing these rising stars continue to contribute to the advancement of science.

MDPI will continue to support and recognize the academic community. To explore details about the awardees by field, please visit the individual pages listed below:

Congratulations to all the winners for their exceptional contributions and dedication to advancing scientific research.

About MDPI Awards:
To support the academic community, particularly young researchers, and to enhance communication among scientists, MDPI journals regularly offer various awards to researchers in specific fields. These awards, serving as a source of inspiration and recognition, help to elevate the profiles of talented individuals who have made outstanding achievements and are making significant contributions to advancements in their respective fields.

To find out more about MDPI awards, please click here.

MDPI will be attending the Physical Society of Japan 2024 annual meeting, which will be held from 16 to 19 September 2024 in Hokkaido, Japan.

The Physical Society of Japan (JPS) holds nationwide scientific meetings in the spring and autumn of each year and categorizes all the fields of physics into 19 divisions. During the annual meeting, recent research from all these divisions is discussed at one venue. The autumn meetings are held at different venues, covering the 13 divisions of condensed matter physics and other fields. As many as 5,000 researchers take part in both the spring and autumn meetings, where more than 3,000 presentations and active discussions take place.

The following topics will be covered:

• Theoretical Particle Physics;
• Experimental Particle Physics;
• Theoretical Nuclear Physics;
• Experimental Nuclear Physics;
• Cosmic Rays/Astrophysics;
• Beam Physics.

Division 1: Atomic and Molecular Physics, Quantum Electronics, Radiation;

Division 2: Plasma;

Division 3: Magnetism;

Division 4: Semiconductors, Mesoscopic Systems and Quantum Transport;

Division 5: Optical Properties of Condensed Matter;

Division 6: Metal Physics [Liquid Metals, Quasicrystals], Low Temperature Physics [Ultralow Temperatures, Superconductivity, Density Waves;

Division 7: Molecular Solids;

Division 8: Strongly Correlated Electron Systems;

Division 9: Surfaces & Interfaces, Crystal Growth;

Division 10: Structural Property(Dielectrics, Ferroelectricity, Lattice Defects and Nanostructures, Phononic Properties, and X-ray and Particle Beams);

Division 11: Fundamental Theory of Condensed Matter Physics, Statistical Mechanics, Fluid Dynamics, Applied Mathematics, Socio- and Econophysics;

Division 12: Soft Matter Physics, Chemical Physics, Biophysics;

Division 13: Physics Education, History of Physics, Environmental Physics.

The following MDPI journals will be represented at the symposium:

• Applied Science;
• Galaxies;
• Plasma;
• Atoms;
• Optics;
• Surfaces;
• Instruments;
• Technologies;
• Fluids;
• Magnetochemistry;
• Physics;
• Mathematics;
• Condensed Matter.

If you are planning to attend the above conference, we encourage you to visit our booth and speak to our representatives. We are eager to meet you in person and assist you with any queries that you may have.

We wish to congratulate Dr. Minhyeok Lee for winning the Mathematics 2023 Outstanding Reviewer Award.

Name: Dr. Minhyeok Lee
Affiliation: School of Electrical and Electronics Engineering, Chung-Ang University, Seoul 06974, Republic of Korea
Research Interests: deep learning; machine learning; generative adversarial network

The following is from an interview with Dr. Minhyeok Lee:

1. Could you give a brief introduction of yourself to the readers?   Could you introduce your current research direction and provide an update on your progress?
My research focuses on the mathematical foundations of generative models and computational intelligence. I am currently investigating the convergence properties of multi-task deep learning games using techniques from game theory and convex optimization. My work aims to establish rigorous theoretical guarantees for the performance and stability of complex neural network architectures.

2. Can you please share with us your sentiments upon winning the award?
The award recognition aligns with my commitment to advancing mathematical rigor in the field of computational intelligence. It reflects the importance of applying formal mathematical analysis to emerging computational techniques. This acknowledgment may help promote the increased emphasis on theoretical foundations within the broader research community.

3. Could you share some insights into your approach to reviewing manuscripts? How do you balance thoroughness with efficiency?
My review approach centers on assessing the mathematical validity and novelty of the presented work. I examine proofs, derivations, and algorithmic complexities to ensure logical consistency and correctness. Efficiency is maintained by focusing primarily on the core mathematical contributions rather than peripheral details.

4. In your opinion, what are some key qualities that make a review outstanding?
Key qualities of an outstanding review include identifying logical gaps in mathematical arguments, suggesting relevant theoretical connections or generalizations, assessing the mathematical significance and originality of the results, providing constructive feedback to strengthen formal proofs, and maintaining objectivity in evaluating the work’s mathematical merit.

5. Based on your experience, which research topics do you think are of particular interest to the research community in the coming years?
Promising research directions include the theoretical analysis of large language models, mathematical frameworks for explainable AI, information-theoretic approaches to deep learning, and advances in geometric deep learning. These areas offer rich opportunities for developing new mathematical tools and insights.

6. What is your opinion of the open access model of publishing?
The open access model aligns with the universality of mathematical truth and the field’s collaborative nature. It promotes the wider dissemination of mathematical knowledge, potentially accelerating theoretical advancements. However, maintaining rigorous peer review processes remains crucial for upholding the integrity and quality of published mathematical work.

We are pleased to announce that Mathematics (ISSN: 2227-7390) is now inviting nominations for the Mathematics 2024 Young Investigator Award. This prize will be given to one young investigator in recognition of their excellence in the field of mathematical sciences. All the nominations will be assessed by an Award Evaluation Committee led by the Editor-in-Chief, Prof. Dr. Francisco Chiclana.       

The Prizes:

• CHF 2000;
• The option to publish one paper free of charge in Mathematics after peer review before the end of December 2025;
• An electronic certificate.

Eligibility and Requirements:

• The candidate must have received their Ph.D. no more than 10 years prior to 31 December 2024;
• The candidate must have produced ground-breaking research and made a significant contribution to the advancement of mathematical sciences;
• The candidate must be nominated by senior scientists. 

List of Documents for Nomination:

• Detailed CV, including an updated publication list and a list of the researcher’s own research grants;
• Scanned copy of their doctorate certificate;
• Signed nomination letters from two established senior scientists. 

Schedule:
Nomination deadline: 31 December 2024;
Winner announcement: 31 March 2025.

How to Submit Nominations?
The nominations must be submitted online.

Contact:
Email: mathematics@mdpi.com

Mathematics Editorial Office

In May, MDPI Romania held three author training sessions – one endorsing an external event and two stand-alone sessions.

The National Session of Scientific Student Communications took place at Technical University Cluj on 17 and 18 May 2024. MDPI Romania sponsored this event and contributed an author training session on the production of research papers and case study analyses. JRS Norbert Kiss gave a presentation called The World of Open Access to explain different open access publishing models and the benefits of open access publishing. His presentation highlighted the impact of open access publishing on scientific progress and innovation.

On 29 May 2024, MDPI Romania hosted an author training session for Ph.D. students, early career researchers, and professors at the Carol Davila University of Medicine and Pharmacy. In collaboration with Prof. Andreea Arsene, JRS Ioana Paunescu prepared two presentations: The Steps of the Publishing Process and Elaboration of a Peer Review Report. In her first presentation, she delved into MDPI’s history and mission, MDPI’s editorial process, and MDPI journals of various scopes that are accepting submissions. Her second presentation outlined the types of peer review, the contents of a peer review report by an MDPI reviewer, and the responsibilities of an MDPI reviewer.

MDPI Romania also hosted an author training session at the Iasi University of Life Sciences on 29 May 2024. JRSs Laurentiu Preda and Cosmin Artan gave four presentations: Efficient Writing of an ISI-Indexed Scientific Article, Benefits of Publishing in the Open Access Model, Various Methods of Open Access Publishing, and MDPI Guide for the Article Review Process. The first three presentations offered guidance on how to improve academic writing, the fourth focused on how to write peer review reports. A highly interactive discussion followed the presentations, during which the JRSs provided extensive answers to attendees’ questions.

MDPI is grateful for all the attendees, speakers, and organizers involved in these events. Through their enthusiasm and dedication, these events were great successes.