Mathematical Methods for Engineering Applications: ICMASE 2022, Bucharest, Romania, July 4–7

This proceedings volume convenes selected, peer-reviewed papers presented at the 3rd International Conference on Mathematics and its Applications in Science and Engineering – ICMASE 2022, which was held on July 4–7, 2022 by the Technical University of Civil Engineering of Bucharest, Romania. Works in this volume cover new developments in applications of mathematics in science and engineering, with emphasis on mathematical and computational modeling of real-world problems. Topics range from the use of differential equations to model mechanical structures to the employ of number theory in the development of information security and cryptography. Educational issues specific to the acquisition of mathematical competencies by engineering and science students at all university levels are also touched on. Researchers and university students are the natural audiences for this book, which can be equally appealing to practitioners seeking up-to-date techniques in mathematical applications to different contexts and disciplines.

Table of Contents:
Statistical Analysis of Car Data using Analysis of Covariance (T. Syama, M. Syamb, A. Khanc, M. Syamd, M. Syame).- RBF-FD solution of natural convection flow of a nanofluid in a right isosceles triangle under the effect of inclined periodic magnetic field (B. Geridonmez).- Quantum graph realization of transmission problems (G. Mutlu).- A Monge-Kantorovich - type norm on a vector measures space(I. Mazilu and L. Nit˘a).- Further Fixed Point Results for Rational Suzuki F-Contractions in b-Metric-Like Spaces ( K. Zoto†, I. Vardhami).- Mutual Generation of the Choice and Majority Functions (E. Kalimulina).- Dynamical germ-grain models with ellipsoidal shape of the grains for some particular phase transformations in Materials Science (P. Rios, H. Ventura, E. Villa).- Social Interactions and  Mathematical Competencies Development (D. Richtarikova).- Hirota Bilinear Method and Relativistic Dissipative Soliton Solutions in Nonlinear Spinor Equations (O. Pashaev).- Maximally Entangled Two-Qutrit Quantum Information States and De Gua’s Theorem for Tetrahedron (O. Pashaev).- Derivative-Free Finite-Difference Homeier Method for Nonlinear Models (Y. Al-Shorman, O. Solaiman, and I. Hashim).- The effect (impact) of Project-Based Learning through Augmented Reality on higher Math Classes (C. Caridade).- Performance of Machine Learning Methods Using Tweets (I. Tu˘g, B. Kan-Kılın¸c).- A note on Special Matrices involving k-Bronze Fibonacci Numbers (P. Catarino, S. Ricardo).- Influence of the collaboration among predators and the Allee effect on prey in a Leslie-Gower-type predation model (A. Palma and E. Gonz´alez-Olivares).- Experience in teaching mathematics to engineers: students v.s teacher vision (C. Caridade).- On Some Q-Dual Bicomplex Jacobsthal Numbers (S. Halıcı and S. Curuk).- The Moore-Penrose Inverse in Rickart ∗-Rings⋆ (M. Atteya).-k-Oresme Polynomials and Their Derivatives Serpil (S. Halıcı, Z. G¨ur, E. Sayın).- k-Oresme Numbers and k-Oresme Numbers with Negative Indices (S. Halıcı, E. Sayın, Z. G¨ur,).- A note on k-Telephone and Incomplete k-Telephone Numbers (P. Catarino, E. Morais, and H. Campos).- Extended Exponential-Weibull Mixture Cure Model For The Analysis Of Cancer Clinical Trials (A. Mastor, O. Ngesa, J. Mung’at, A. Afify, A. Muse).- On The Statistical Properties of The Deformed Algebras on The Jackson q-Derivative (M. Çankaya).- Quaternion algebras and the role of quadratic forms in their study (N. Ana-Gabriela).- Multicovariance and Multicorrelation for p-variables (M. Çankaya).- An individual work plan to influence educational learning paths in engineering undergraduate Students (M.E. Almeida, J.R. Branco, L. Margalho, M.J. C´aceres, and A. Queiruga-Dios).