About the Journal
Transitus Proceedings in Mathematics and Computer Science is a distinguished book series devoted to publishing high-quality, peer-reviewed volumes derived from selected contributions at conferences, workshops, and symposia in mathematics, computer science, and interdisciplinary computational research. The series covers various topics, including mathematical modeling, numerical analysis, machine learning, artificial intelligence, cryptography, quantum science, optimization, data science, symbolic sciences, and emerging trends in computational techniques. Each volume undergoes a rigorous editorial evaluation to ensure scientific relevance, originality, and impact. Furthermore, all individual contributions are carefully peer-reviewed to maintain the highest academic standards, comparable to those of leading journals. This series is a vital resource for researchers, practitioners, and academics, offering authoritative insights into the latest advancements in mathematical and computational sciences.
Transitus Proceedings in Mathematics and Computer Science
APC (Article Processing Charge)*
*Contact at transituspub@gmail.com
10 Days
Editor decision
50 Days
Review decision
100 Days
Publication decision
Open Access: We are, in general, adherents to the principle of open knowledge, and we publish this journal under open access. Open access means that each published article is open to the readers and can boost its visibility within the global scientific community. All articles are copyrighted by authors and journals, whose personal licenses must be honored, and are subject to wide dissemination via open-access content distribution.
The mission of the TPMCS is to promote the progress of Mathematics and Computer Science by publishing high-quality articles/proceedings that significantly impact applied scientific computations or applications with computers. We welcome institutions, conference organizers, authors, readers, and reviewers to be a part of our mission to promote dialogue and advance state-of-the-art Mathematics and Computer Science.
