Mathematical Methods for Engineering Applications: ICMASE 2023, Madrid, Spain, July 12–14 (Springer Proceedings in Mathematics & Statistics, 439)

Organizing Committee
	Local Organizing Committee
	Scientific Committee
Preface
Contents
Modeling of Nitrogen, Phosphorus, and Potassium Concentrations in Lakes Affected by Soil Fertilization
	1 Introduction
	2 Description of the Life Cycle of N, P, K in an Ecosystem
	3 Budget Equations
		3.1 Water Budget Equations
		3.2 Phosphorus, Nitrogen, and Potassium Budget Equations
	4 Computational Results
	5 Conclusion
	References
p-Numerical Semigroups of the Triples of the Sequence(an-bn)/(a-b)
	1 Introduction
	2 Preliminaries
	3 Main Results
		3.1 The Case p=1
		3.2 The Case p≥2
	4 p-Genus
	5 p-Sylvester Sum
	6 Examples
	7 Symmetric Properties
	8 Final Comments
	References
Some Identities for Balancing and Lucas-Balancing Numbers in Bidimensional Version
	1 Introduction
	2 Some Identities Involving Bidimensional Balancing Numbers
	3 Some Identities Involving Bidimensional Lucas-Balancing Numbers
	4 Conclusion
	References
Sequences of Uncountable Iterated Function Systems: The Convergence of the Sequences of Fractals and Fractal Measures Associated
	1 Introduction
	2 Preliminaries
	3 An Integral for Vector Functions with Respect to the Lebesgue Measure. The Markov-Type Operator. The Fractal Vector Measure
	4 Sequences of U.I.F.S. Convergence Properties
	5 Conclusions
	References
Method of Hydrodynamic Images and Quantum Calculus in Fock-Bargmann Representation of Quantum States
	1 Introduction
	2 Holomorphic Wave Functions and Hydrodynamic Flow
		2.1 Boundary Conditions
		2.2 Normalization Freedom
	3 The Wedge Theorem and Wave Function
	4 The Strip Theorem and Wave Function
		4.1 Oblique Strip Theorem
	5 Fock-Bargmann Representation
		5.1 Cat States Flow
	6 q-Deformed Coherent States
	7 Conclusions
	References
On Leonardo Numbers and Fibonacci Fundamental System
	1 Introduction
	2 The Generalized Leonardo Numbers and Fibonacci Fundamental System
		2.1  Fibonacci Fundamental System Related to (2)
		2.2 Properties of the Fibonacci Fundamental System Related to Generalized Leonardo Numbers
	3 Casoratian Matrix and Identities for the Generalized Leonardo Numbers
	4 Combinatorial Formulas for the Generalized Leonardo Numbers
	5 Analytical Aspect of the Generalized Leonardo Numbers
	6 The Cassini Identity for the Generalized Leonardo Numbers
	7 Conclusions
	References
A Quadratic Estimation Approach from Fading Measurements Subject to Deception Attacks
	1 Introduction
	2 Observation Model
		2.1 Model Assumptions
	3 Quadratic Estimators and Orthogonal Projections
		3.1 Second-Order Statistical Properties of the Augmented Processes
		3.2 Innovation Approach
	4 Recursive Quadratic Estimation Algorithms
	5 Simulation Study
	6 Conclusions
	References
SOLO Taxonomy in the Evaluation of Engineering Students: A Case Study in Mathematics
	1 Introduction
	2 Developed Research
	3 Analysis and Discussion
	4 Conclusions
	References
Is Collaborative Learning a Voluntary Process?
	1 Contextualization
	2 Experience Methodology
		2.1 Statistical Methods
		2.2 Mathematical Analysis I
	3 Findings and Discussion
		3.1 Statistical Methods
			Padlet Posts and Satisfaction Questionnaire
			Padlet Posts and Written Assessment
		3.2 Mathematical Analysis I
	4 Conclusions
	References
Elliptic Biquaternionic Sequence with Vietoris\' Numbers as Its Components
	1 Preliminaries
	2 A Quaternion Sequence with Vietoris\' Numbers {Qn}n 0 and Basic Properties
	3 The Elliptic Biquaternionic Sequence with Vietoris\' Numbers and Some Properties
	4 Matrix Representations of Elliptic Biquaternionic Sequence with Vietoris\' Numbers
	References
Teaching Mathematics in STEM Education
	1 Preliminaries
	2 Mathematics Instruction in STEM Education
		2.1 Active Learning
		2.2 Integration of Technology
		2.3 Problem-Based Learning
		2.4 Differentiated Instruction
		2.5 Cross-Disciplinary Connections
		2.6 Visualization and Manipulatives
		2.7 Real-World Applications
		2.8 Collaborative Learning
		2.9 Formative Assessment
		2.10 Cultivate a Growth Mindset
	3 Integration of Technology in the Teaching of Mathematics: A Case Study
	4 Conclusions
	References
Application of Discrete Wavelet Transform and Tree-Based Ensemble Machine Learning for Modeling of Particulate Matter Concentrations
	1 Introduction
	2 Study Area and Data
	3 Proposed Hybrid Wavelet-Arcing Methodology
		3.1 Wavelet Transform
		3.2 Arcing
		3.3 Description of the Hybrid Wavelet-Arcing (HWA) Approach
	4 Results
		4.1 Application of DWT
		4.2 Building and Exploring Arcing Models
		4.3 Building Hybrid Wavelet-Arcing Models
		4.4 Forecasts and Comparison with the Direct Arcing Model
	5 Conclusion
	References
Fixed Point Theorems in Orthogonal F-Metric Spaces
	1 Introduction and Preliminaries
	2 Fixed Point Results
	References
New Trends on Malware Propagation: From IoT Environments to Drone Swarms
	1 Introduction
	2 Characterization of Malware Propagation
		2.1 Malware Propagation Using Classical and Global Epidemiological Models
		2.2 A Brief Critical Analysis
	3 The Individual-Based Paradigm
		3.1 The Framework
		3.2 An IB-Model Based on Differential Equations
			Description of the Model
		3.3 Illustrative Simulations
			IoT Networks
			Swarm Networks
	4 Conclusions
	References
Forms of Assessment in view of Development of Mathematical Competencies
	1 Introduction
		1.1 Teaching Mathematics in the Beginning of 2020s
		1.2 Educational Outcomes as Competencies
	2 Notes on Some Common Forms of Summative Course Assessment
	3 Discussion as a Part of the Exam
	4 Discussion Organization, Comments, Observations and Results
	5 Conclusion
	References
Deep-Control of Memory via Stochastic Optimal Control and Deep Learning
	1 Introduction
	2 A General Formulation of Bellman\'s Principle of Optimality with Memory
	3 A Stochastic Control Approach for Infinite Dimensional Hamilton-Jacobi-Bellman Equations
	4 Deep Learning Approach for Stochastic Control Problems with Memory
		4.1 Feedforward Neural Networks and Long-Short Term Memory Algorithms
		4.2 An Application to Finance
	5 Conclusion and Outlook
	References
Exponentiated Weibull Mixture Cure Model to Handle Right-Censored Data Set
	1 Introduction
	2 The Cure Models
		2.1 The Mixture Cure Model
		2.2 Maximum Likelihood Estimation of MCM Model
	3 Exponentiated Weibull Baseline Distribution
	4 Proposed Mixture Cure Model
		4.1 Parameters Estimation of the EW-MCM Model
	5 The Model Selection
	6 Application to Clinical Trails Data
	7 Discussion
	8 Conclusion
	References
On Strong Fuzzy Partial Metric Spaces
	1 Introduction and Preliminaries
	2 Strong Fuzzy Partial Metric Spaces
		2.1 Generating Fuzzy Partial Metrics from Partial Metrics
		2.2 Generating Partial Metrics from Fuzzy Partial Metrics
	3 Conclusion
	References
An Application of Linear Diophantine Fuzzy Sets to the Edge Detection Techniques
	1 Introduction
	2 Preliminaries
		2.1 Linear Diophantine Fuzzy Sets
		2.2 Basic Edge Detection Techniques
	3 An Application of the LDFSs Sımılarıty for Edge Detection
	4 Conclusion
	References
Delamination Resistance of Laminated Glass Plates Having Ethyl Vinyl Acetate, Polyvinyl Butyral and Sentryglas Plus Interlayers
	1 Introduction
	2 Mathematical Modelling
	3 Numerical Results
	4 Conclusion
	References
Algebraic and Quantum Mechanical Approach to Spinors
	1 Introduction
	2 Particles with Spin and Rotation Matrices
	3 Spinors as Flag Poles
	4 Weyl Equations and Spinors
	5 Spinors in Clifford Algebras Cl2  and  Cl6
	6 Conclusion
	References
New G-Closed Sets with Related to an Ideal
	1 Introduction and Preliminaries
	2 *Ig-Closed Sets
	3 *Ig-Open Sets
	4 Conservation of *Ig-Closed Sets
	References
Service-Learning Activity in a Statistics Course
	1 Introduction
	2 Service-Learning in Engineering Degrees
	3 Mathematics and Active Methodologies
	4 Case Study: Service-Learning in a Statistics Course
	5 Conclusions
	References
Fermatean Fuzzy Type a Three-Way Correlation Coefficients
	1 Introduction
		1.1 Research Motivation
		1.2 Literature
		1.3 Necessity
		1.4 Contribution
	2 Preliminaries
	3 New Approaches
	4 Applications
		4.1 Algorithm
		4.2 Examples
	5 Discussion
		5.1 Comparison
		5.2 Implications
	6 Conclusion
	References
On Some Gaussian Oresme Numbers
	1 Introduction
	2 On Some Gaussian Oresme Numbers
	3 Conclusion
	References