Format: Hardback, 458 pages, height x width: 235x155 mm, XI, 458 p.
Series: Springer Proceedings in Mathematics & Statistics
Pub. Date: 24-Oct-2026
ISBN-13: 9783032302892
This proceedings volume brings together cutting-edge research at the intersection of optimization modeling, computer simulation, numerical algorithms, and high-performance computing, presenting selected contributions from the International Conference on Computing Technologies and Mathematics, held at Bukhara State University (Bukhara, Uzbekistan) from January 2527, 2026.
The chapters address current challenges in modern applied mathematics, with a particular focus on mathematical modeling and optimization techniques, the development and analysis of numerical algorithms, and advances in high-performance and parallel computing. Special emphasis is placed on novel approaches to solving complex optimization problems, assessing the stability of numerical schemes, and enhancing computational efficiency in large-scale systems.
Contributors also highlight practical applications across science and engineering, including forecasting, the management of complex systems, and data-driven applications, illustrating the growing impact of mathematical methods in real-world contexts.
With contributions from researchers across Turkmenistan, Kazakhstan, Uzbekistan, and Russia, the volume reflects a diverse and international exchange of ideas. It offers both theoretical insights and practical perspectives, making it a valuable resource for researchers, practitioners, and graduate students working in applied mathematics, computational science, and related disciplines.
Multi-Attribute Group Decision Making Based on Medical Diagnostic
Applications.- Designing a System for Identifying Data Similarity Based on
Semantic Analysis.- A Hybrid Approach to Structuring Unstructured Data Using
Finite Automata and Regular Expressions.- Singular-Integral Barrier Function
for Computing the Global Extremum of Nonsmooth Functions.- Developing of an
Intelligent Software Model for Optimizing Algorithmization and Programming
Processes.- Intelligent System for Structured Knowledge Extraction from
Regulatory Documents for Automated Curriculum Development.- Construction of
Optimal Interpolation Formula Exact for Exponential Functions by Sobolevs
Method.- Approximate Calculation of Fourier Integrals in the Sobolev Space of
Complex-Valued Periodic Functions.- Construction of Optimal Quadrature
Formula Exact for Exponential Functions by Sobolevs Method.- Optimal
Quadrature Formulas for Calculating Fourier Integrals in the Space.- An
Applied Study of Transformer-Based Generation of 3D CAD Geometry from Command
Sequences.- Quadrature Formulas with Derivatives for Rapidly Oscillating
Integrals.- Creating Architecture for an Appeals Management System in Higher
Education Institutions.- A Mathematical Model and Algorithm for Optimal
Resource Allocation in Distributed Computing Systems with Constraints.-
Coefficients and Norm of the Error Functional of the Derivative Optimal
Quadrature Formula in the Space.- Development of a Task Management System
with ML Based Predictions.- Implementing Tools for Parallel Discrete Event
Simulation Based on the Time Warp Algorithm.- An Algorithm for Reducing
Computational Complexity in Large-Scale Transactional Data Processing.-
Mathematical Modeling and Numerical Solution of the Dynamics of Groundwater
Under the Influence of Irrigation Processes.- Digital Twin and Explainable
Artificial Intelligence Framework for Multimodal Telemetry Analysis in
Computational Simulation Systems.- Control Algorithms with Predictive Models
for Dynamic Plant Processes in Continuous and Semi-Continuous Industrial
Production.- Medical Image Classification Based on Convolutional Neural
Networks and Long Short-Term Memory.- Image Quality Assessment Based on
Quantum Image Representation Method.- Developing a Hybrid Deep Learning-Based
Model for Tumor Classification in Brain Images.- Modeling a Protected System
Based on Blockchain Technology in Quantum Information Exchange.- Comparative
Analysis of Neural Network Architectures' Adaptability in Short-Term Price
Forecasting of Tradable Assets.- Mathematical Modeling of the Influence of
Irrigation Water on the Groundwater Level and the Concentration of the
Medium.- Construction of an Optimal Explicit Finite-Difference Formula in the
Class of Differentiable Functions and Calculation of its Optimal Error.-
Numerical Solution of Volterra Integral Equations of the Second Kind in the
Mathcad System.- On Mathematical Modeling of the Electron Structure.- On the
Particular Solutions of the Einstein Equation.- On the Differences Between
Time-Based Mathematical Modeling Based on Gravity Construction.- Mathematical
Analysis of the Proton Beam Irradiation Process.
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Format: Hardback, 236 pages, height x width: 235x155 mm, 25 Illustrations, color; 18 Illustrations, black and white
Series: Springer Proceedings in Mathematics & Statistics
Pub. Date: 28-Oct-2026
ISBN-13: 9783032329974
The book contains the proceedings of the eleventh and twelfth installment of the conference Particle systems and PDEs. It includes articles on mathematical problems motivated by various applications in Kinetic theory and Interacting Particle Systems. The articles were written by experts in the fields on topics related to those presented at the conference.
R. Alonso, Milana.- Moment Estimates for Polyatomic Boltzmann Equation
with Frozen Collisions.- A. Arnold, A. Einav and T. Tobias Wohrer, Sharp
Decay of the Fisher Information for Degenerate Fokker-Planck Equations.- E.
Bernard and F. Salvarani, Two-scale homogenization of the renewal equation.-
M. Bisi, T. Borsoni and M. Groppi, On Modeling Polyatomic Molecules in
Kinetic Theory.- O. Busani, On the number of infinite geodesics in Last
passage percolation models.- Hugo Da Cunha and Lu Xu, Coupling hydrodynamics
for several Facilitated Exclusion Processes with closed boundaries.- T.
Dolmaire, One-dimensional inelastic collapse: a review.- F. Golse, Landau
Currents and Kolmogorov-Zakharov Solutions of Boltzmann Type Equations.- S.
Kim, Metastable hierarchy in Abstract Low-Temperature Lattice Models.- A.
Macaluso and G. Martalņ, Shock Thickness Analysis in Multi-temperature
Navier-Stokes Equations for Binary Gas Mixtures.- G. Martalo and Romina
Travaglini, Influence of the Allee effect on Wavefront Invasion in a Multiple
Sclerosis MOdel.- G. M. Schutz and A. Zahra, Universal properties of random
walks with pair annihilation and deposition conditioned on an atypical
activity.
Format: Paperback / softback, 330 pages, height x width: 235x155 mm, 33 Illustrations, color; 12 Illustrations, black and white
Series: Lecture Notes in Mathematics
Pub. Date: 25-Oct-2026
ISBN-13: 9783032320544
This volume collects the lecture notes of the CIME Summer School Statistical Mechanics and Stochastic PDEs, held in Cetraro, Italy, on 1115 September 2023. It offers an up-to-date account of recent developments at the interface between statistical mechanics and stochastic PDEs, areas that have witnessed fundamental breakthroughs and gained wide recognition in recent years. The book explores the interplay between discrete models of statistical mechanics and continuum SPDEs, focusing in particular on questions of universality, the crucial role played by dimension, and the use of ideas from renormalization group theory to study both settings. Topics covered include the large-scale behavior of critical and supercritical stochastic PDEs, by G. Cannizzaro and F. L. Toninelli; an introduction to FK percolation, by I. Manolescu; a constructive approach to stochastic quantization, by M. Gubinelli; and the critical two-dimensional stochastic heat flow, by F. Caravenna, R. Sun and N. Zygouras. The book is aimed at graduate students and researchers interested in probability theory, stochastic analysis, mathematical physics, and the interplay between these fields.
Chapter 1. Lecture notes on stationary critical and super-critical SPDEs.
Chapter 2. The Critical 2𝑑 Stochastic Heat Flow and Related Models.
Chapter 3. Constructive stochastic quantisation.
Chapter 4. Exploring the phase transition of planar FK-percolation.
Format: Hardback, 183 pages, height x width: 235x155 mm, 27 Illustrations, color; 10 Illustrations, black and white
Series: Association for Women in Mathematics Series
Pub. Date: 29-Oct-2026
ISBN-13: 9783032335944
The book features the research talks and poster presentations delivered at the 2023 AWM (Association for Women in Mathematics) Research Symposium which was held at Clark Atlanta University, September 30-October 2, 2023. The symposium showcased research from women across the mathematical sciences working in academia, government and industry, as well as featured women across the career spectrum: undergraduates, graduate students, postdocs, and professionals.
Preface.- Introduction.- Application of CFD Equations for Hemodynamics
of Human Cardiovascular System.- A p-adic Analytic Brauer Group.- Fractional
Calculus and Population Genetic.- Tropical Bisectors and Carlini-Wagner
Attacks.- Analytical and Numerical Modeling of Composite Materials with Thin
and Stiff Reinforcements.- Automatic Complexity and Quantum Logic over Finite
Fields.- Symmetry Groups of Origami Structures.- Cryptanalysis of an Instance
of Ring Learning With Errors (RLWE).- A Colorful Way to Park: An introduction
to k-Typed Parking Functions.- Mathematical Modeling to Assess
Tissue-Specific Insulin Sensitivity in Adolescent Girls.- Optimal Control in
Fluid Flow Through Deformable Porous Media.- Systematic Particle Filtering
for Time-Varying Parameter Estimation in Partial Differential Equations.-
Hyperspectral Band Selection Based on Generalized 3DTV and Tensor
Decomposition.- Homogenization of a Semilinear Equation with Low Summable
Source Terms.
Format: Hardback, 363 pages, height x width: 235x155 mm, 61 Illustrations, color; 17 Illustrations, black and white
Series: Springer Proceedings in Mathematics & Statistics
Pub. Date: 02-Nov-2026
ISBN-13: 9789819226795
This book offers readers a collection of chapters presented at the International Conference on Mathematical Sciences and Computing Innovations and Applications (ICMSC 2025), held at the Department of Mathematics, the North Eastern Regional Institute of Science and Technology, Nirjuli, Itanagar, Arunachal Pradesh, India, from June 2628, 2025. Chapters cover topics on nonlinear dynamics, fluid mechanics, algebraic structures, graph theory, optimization, computational tools, machine learning, queueing systems, transportation optimization, image processing and epidemiological modeling. It discusses how modern mathematics supports scientific understanding and technological development by blending theoretical insight with practical relevance. Each chapter highlights a different direction in current research from modeling ferrofluid convection and analyzing micropolar flow to studying ring properties, topological structures and entropy measures.
Useful for researchers, educators and graduate students, this book demonstrates how established theories combine with numerical methods to handle complex systems in engineering, physics, computer science and life sciences. Many chapters address emerging areas such as post-quantum structures, reinforcement learning and modern graph algorithms, giving the reader an updated perspective on current research. A key strength of this book is the balance between abstract theory and application. Some chapters focus on structural foundations in algebra and topology, while others present models for crop planning, disease spread, energy systems and charge transport in photovoltaic devices. Overall, this book offers a coherent collection of ideas that reflect the growing role of mathematical modeling, computation and analysis in shaping scientific inquiry and technological progress.
ISBN: 978-981-98-3183-8 (hardcover)
This book introduces the major ideas of projective geometry through clear explanations, visual intuition, and hands-on problem solving. Projective geometry opens a window into the deeper patterns of space, perspective, and form. While Euclidean geometry guides familiar constructions—drawing points, lines, and circles with a straightedge and compass—projective geometry goes further, encompassing hyperbolic and elliptic geometries and revealing the rules behind the way we see the world. Why do railway tracks appear to converge in the distance? Why does a tilted coin look like an ellipse? These are not illusions—they are manifestations of projective geometry at work.
Readers will explore classical constructions and fundamental geometrical ideas through a fresh lens, building towards an exploration of key projective principles such as duality and invariance. Highlighting real-world applications in mathematics, physics, computer science, art and architecture, the book presents projective geometry not just as a mathematical discipline, but as a way of seeing. Whether you are a student, teacher, or curious mind, this book offers a new perspective on geometry—not just what we measure, but how we perceive and understand the world around us.
About the Authors
Introduction
Overview of Projective Geometry
Geometric Essentials Revisited
Euclid's Fifth Postulate: Various Models of Geometry
Innovative Geometric Techniques Using Projective Geometry
Surprising Solutions to Geometrical Problems
The Cross-Ratio and Its Application in Locating Midpoints
Homogenous Coordinates: A Concept to Better Understand Infinity
Conic Sections Revisited
Index
This book is suitable for mathematics students and educators at secondary school level and beyond, as well as general readers interested in geometry.
ISBN: 978-981-98-3312-2 (hardcover)
ISBN: 978-981-98-3403-7 (softcover)
Where art meets mathematics, The Magic of Mathematical Designs reveals how simple magic squares can be transformed into striking, pattern-filled creations that blend creativity, logic, and discovery.
Albert Einstein once said that creativity is intelligence having fun — and very little rivals the enjoyment of bringing something new and intriguing into the world, whether it be a work of art or a scientific discovery. Albrecht Durer was a fifteenth-century mathematician, scientist and artist who appreciated both scientific and artistic creativity so much that one of his artistic works features a mathematical creation of his — a magic square. What Durer did not realize is that a magic square can be used to create intriguing designs which display an incredible number of hidden patterns.
This book shows how anyone can use mathematical magic squares to produce these designs around practically any theme. The genetic code, mosaics, resistors in parallel and sudoku may appear to have little in common, but they are all used as themes for these designs in this book.
The production of these designs — which can be done by children as well as adults — is full of both enjoyment and surprise. But beyond that, these designs incorporate hidden patterns begging to be discovered — and it is by the discovery of hidden patterns that science enriches our lives.
Preface – The Enjoyment of Creativity
Introduction – Magic, Color and Permutations
Parametric and Non-parametric Durer Designs
Arrows
Mosaics, Magic Squares and the Jackson Pollack Experiment
Pinwheels, Flips and Fun with Flags
Numbers in Other Bases
The Pythagorean Theorem
The Golden Ratio
Probability
Sums of Reciprocals
Roses
Recreational Puzzles; From Hanoi to Sudoku
Ben Franklin and the Genetic Code
The Butterflies of Polaria
Readership: This book is aimed at general readers with an interest in mathematics, science and art. The book could also be used at the high school level as enrichment reading for either mathematics, science or art classes.