Mathematical Methods for Engineering Applications: ICMASE 2024, Coimbra, Portugal, September 16-18

by Deolinda M. L. D. Rasteiro (Editor), Fatih Yilmaz (Editor), Araceli Queiruga-Dios (Editor), Jesús Martín Vaquero (Editor), Ion Mierlus Mazilu (Editor)

Overview

This proceedings volume compiles papers presented at the 5th International Conference on Mathematics and its Applications in Science and Engineering – ICMASE 2024, held on September 16–18, 2024, by the Polytechnic Institute of Coimbra, Portugal. The ICMASE 2024 was a hybrid conference, featuring both in-person and virtual attendance.

The works in this volume explore recent developments in the application of mathematics to science and engineering, focusing on mathematical and computational modeling of real-world problems. Topics include algebra and number theory, analysis, geometry, statistics, computational and discrete mathematics, as well as their intersections with engineering applications. Additionally, educational aspects of mathematics in engineering fields are addressed.

This volume is intended for researchers, practitioners, and graduate students, particularly those interested in advanced methods for applying mathematics across various contexts and fields.

Product Details

ISBN-13:	9783031841507
Publisher:	Springer Nature Switzerland
Publication date:	07/26/2025
Series:	Springer Proceedings in Mathematics & Statistics , #490
Pages:	342
Product dimensions:	6.10(w) x 9.25(h) x (d)

Table of Contents

Distributed Fusion Estimation in the Presence of Measurement Quantization and Mixed Attacks.- p-Frobenius Numbers of Numerical Semigroups Generated by Three Consecutive Squares.- On Solutions of a Third Order Linear Difference Equation with Variable Coefficients Applications.- Binet-Fibonacci Calculus and N = 2 Supersymmetric Golden Quantum Oscillator.- Geometry and Entanglement of Super-Qubit Quantum States.- On the Bi-periodic Edouard and the Bi-periodic Edouard–Lucas Numbers.- The Investment Portfolio Selection with Social Network Decision-Making with Minimum Cost Consensus Model and Incomplete Fermatean Fuzzy Preference Relations.- Boundary Value Problems for the Bitsadze Equation on a Quarter Plane.- Galois Bundles and Automorphisms of the Principal Bundle Moduli Space.- Linear Algebra in Crystal Geometry, and Vice Versa.- On Dual Biquaternionic Sequence Involving Vietoris’ Numbers.- A Quadratic Programming Model for Operating Rooms Scheduling based on Resources Availability.- Derivative method for solving cubic equations.- Improved Computational Techniques for Heat Sources Localization.- Open access fisheries model considering depensatory growth functions in the exploited resource.- An Empirical Comparison of Supervised Machine Learning Models in Predicting Mathematics Performance in Somaliland.- Using SOLO Taxonomy to develop a structured design for mathematics exam questions.- Application of Supervised Machine Learning Algorithms to Identify the Prevalence and Determinants of Spontaneous Abortion among Ever-married Women in Somaliland: Insights from SLDHS Data 2020.- Modified Hungarian Method (MHM) in Optimizing Competency-Preference Scores in Lecturer-To-Course Assignment.- Effects of autonomous vehicles on particulate matter emissions.- Codimension-2 Bifurcation Analysis of a Modified Non-degenerate Fisher Equation Introducing Two Unfolding Parameters.- Modelling Medfly Pest Management.- BETWEEN τ∗-CLOSED AND ∗IG-CLOSED SETS.- Fault Injection Attacks against RSA-CRT Digital Signature.- Analysis of Prognostic Factors in Prostate Cancer - A New Approach.- On k-order Jacobsthal Polynomials and Their Properties.- On Euclidean Norms Of Max On Euclidean Norms Of Max Matrices With Chebyshev Polynomials.- Bridging academic learning and community service.- Escape Rooms and Students Competencies.- Descriptive and Inferential Analysis of Renal Health and Patterns of Water Consumption: A case study of Ciudad Hidalgo.- Modeling Solar Energy Through Mathematics.- Problem-Based Learning, Teamwork and Entrepreneurship in the Numerical Methods Course.- Advanced Teaching Strategies for Enhancing STEM Education in Higher Institutions.- Numerical Methods: Artifacts in teaching in a mathematics degree.