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    Signal Processing for Modern Informatics

    A Bridge between Theory and Modern Artificial Intelligence

    AvVincenzo Dentamaro

    Inbunden, Engelska, 2027

    1 594 kr

    Kommande

    Beskrivning

    Unify classical signal processing and modern AI under one paradigm Leading machine learning architectures—CNNs, Transformers, Graph Neural Networks—are fundamentally signal-processing chains, yet most CS and AI curricula omit formal signal theory. Signal Processing for Modern Informatics: A Bridge between Theory and Modern Artificial Intelligence closes that gap. It re-examines discrete-time signal processing from sampling through filtering, then systematically places each concept within current AI practice and deep model design. The book provides an integrated treatment tying Hilbert transforms, STFT, wavelets, Graph Fourier Transform, CNN filters, and attention heads together under a unified signal-processing framework. It compares model-based versus data-driven methods in depth, with guidance on constructing hybrid models. Coverage extends to empirical mode decomposition, singular spectrum analysis, and feature extraction for audio and image data. Readers will also find: End-of-chapter code snippets executed on publicly available datasets, enabling immediate replication and experimentation with each techniqueDetailed treatment of graph signal processing and filtering methods applied to robotics and AI system designCoverage of sampling, quantization, and linear time-invariant systems grounded in their direct relevance to deep learning pipelinesPractical examples demonstrating the Fourier Transform and FFT applied to real-world signal analysis and frequency-domain applicationsAnalysis of how convolutional neural network architectures and transformer attention mechanisms relate directly to classical signal structuresSignal Processing for Modern Informatics serves professors, graduate students, and senior undergraduates in DSP and machine learning courses, as well as researchers and industry professionals seeking a unified conceptual framework. It is also suited for professional continuing-education programs in deep learning for audio, images, and graph signal processing.

    Produktinformation

    • Utgivningsdatum:2027-03-15
    • Format:Inbunden
    • Språk:Engelska
    • Antal sidor:400
    • Förlag:John Wiley & Sons Inc
    • ISBN:9781394434206

    Utforska kategorier

    • Elektronik och kommunikationer inom Naturvetenskap och teknik
    • Artificiell intelligens inom Data och IT

    Mer om författaren

    Vincenzo Dentamaro, PhD, is an Assistant Professor at the University of Bari and co-author of more than 50 peer-reviewed publications. His industrial collaborations include IBM, where he holds one patent, and the Italian AI start-up Nextome, which he co-founded. He is a co-founder of Geodesia.ai, an AI research lab based in San Francisco whose first product, G-1, provides real-time, model-agnostic validation and auditable evidence for enterprise deployments of large language models. He is a Member of IEEE, with research interests spanning machine learning for LLMs safety and auditability, healthcare signals, pattern recognition, and indoor positioning.

    Innehållsförteckning

    • About the Author iPreface iii1 Introduction 12 The Basics of the Digital World: Discrete Time Signals and Systems 92.1 Introduction: Discrete Signals Are Everywhere around Your Computer          92.2 What are Discrete-Time Signals?              102.2.1 Formal Definition and Notation             102.2.2 Graphical Representation         112.2.3 Basic Discrete Signals 112.3 From the Outside World to the Inside World: Sampling and Quantization 122.3.1 Sampling: Tracing out a Continuous Signal   122.3.2 [Advanced] Nyquist-Shannon Sampling Theorem    142.3.3 Quantization: Rounding Values            142.3.4 The Complete A/D Process      152.4 Signal Processing: Introduction to Discrete Systems  152.4.1 What is a Discrete System?     162.4.2 Fundamental Properties of Systems 162.4.3 Linearity and Time-Invariance: The Class of LTI Systems     162.5 Convolution: The “Recipe” for LTI Systems        172.5.1 Intuition: How Does An LTI System Respond?             172.5.2 The Convolution Sum  192.5.3 Interpretation and Properties of Convolution              202.5.4 Practical Calculation of Convolution 212.5.5 Analog Frequency vs. Digital Frequency and Aliasing            212.6 Examples 232.7 Common Errors and Misunderstandings            252.8 Applications in Modern Computing        262.9 Summary of Key Concepts           272.10 Example Code    282.11 References           283 Frequency Domain and Fast Fourier Transform (FFT) 313.1 Introduction and Motivation        313.2 The Fourier Transform in Simple Words               323.2.1 Continuous Signals (such as A Freehand Sketch)     323.2.2 Discrete Signals (like a Pixelated Image)         333.2.3 What is its purpose?     333.3 Theoretical Background: Signals and Systems               333.3.1 Intuition: Breaking Down into Sinusoidal Waves        343.3.2 The Continuous Fourier Transform (CFT)        353.3.3 The Discrete Fourier Transform (DFT)                363.3.4 Fundamental Properties of DFT            373.4 The Fast Fourier Transform (FFT): A Revolutionary Algorithm 383.4.1 The Computational Problem of the DFT           383.4.2 The Key Idea: Divide and Conquer       383.4.3 Radix-2 FFT Algorithm (Decimation-in-Time - Overview)      383.5 Spectral Analysis: Interpreting the FFT Result 393.5.1 Amplitude and Phase Spectrum           393.5.2 Power Spectral Density (PSD) 403.5.3 Frequency Resolution and Window [Advanced Concept]    403.5.4 Deciphering the DFT Output   413.6 Practical Examples            433.7 Common Errors and Misconceptions   473.8 Applications in Modern Technology        483.9 Sample Code         493.10 Summary of Key Concepts        523.11 References           524 Time-Frequency Analysis 534.1 Introduction and Motivations     534.2 Limits of Traditional Fourier Analysis: The Necessity of Time 544.3 The Short-Time Fourier Transform (STFT)            574.3.1 The Spectrogram            594.3.2 The Time-Frequency Compromise in STFT    604.3.3 Dissecting the STFT: Windows, Hops, and FFT            614.4 Wavelet Transform Explained Simply     624.4.1 Continuous Wavelet Transform (CWT)             624.4.2 Discrete Wavelet Transform (DWT)    634.4.3 What is it Used For?      634.5 The Wavelet Transform   634.5.1 The Mother Wavelet and its Characteristics 644.5.2 Scaling and Translation: Creating the Wavelet Family            644.5.3 Continuous Wavelet Transform (CWT)             654.5.4 Discrete Wavelet Transform (DWT) and Multi-Resolution Analysis 684.5.5 Intuition on Wavelets and Basis Choice          714.6 Other Time-Frequency Distributions [Advanced Section]        724.7 Practical Guided Examples          734.8 Common Errors and Misunderstandings            764.9 Applications in Modern Technology        774.10 Summary of Key Concepts        784.11 Example Code    794.12 References           835 Phase and Envelope: The Analytical Signal and the Hilbert Transform 855.1 Introduction and Motivation        855.2 The Hilbert Transform And The Analytic Signal Made Easy      875.2.1 What is the purpose of phase shifting?            875.2.2 In Brief   875.3 Review of Complex Signals and Complex Exponentials            885.4 The Hilbert transform      895.4.1 Definition and Intuition               895.4.2 Properties of the Hilbert transform     905.4.3 Numerical Implementation [Advanced Note]              905.5 The Analytic Signal            915.5.1 Definition            915.5.2 Instantaneous Envelope (Amplitude Envelope)          925.5.3 Instantaneous Phase  925.5.4 Polar Representation of the Analytic Signal  925.5.5 Instantaneous Frequency         925.5.6 The Analytical Signal: Construction, Meaning, and Practical Examples    935.6 Guided Practical Examples          965.7 Common Errors and Misunderstandings            995.8 Cutting Edge Technology                1005.9 Summary of Key Concepts           1025.10 Implementation Examples        1025.11 References           1056 Audio and Image Applications Specific Feature Extraction 1076.1 Introductions and Objectives     1076.2 Brief Description of MFCCs and Gabor Filters 1086.3 Theoretical Background: What is Feature Extraction? 1106.4 Performance Characteristics for Audio: MFCC               1116.4.1 MFCC Fundamentals  1116.4.2 Mathematical Foundations of MFCCs              1126.4.3 Interpretation and Use                1166.5 Image Specific Features: Gabor Filters 1176.5.1 Gabor Filters Overview               1176.5.2 Mathematical Foundations of Gabor Filters  1176.5.3 Interpretation and Use                1196.6 Illustrated Practical Prototypes 1206.6.1 Prototype 1 (Fundamental): MFCC Calculation Overview for a Basic Audio Frame            1206.6.2 Example 2 (Intermediate): A Case Study on MFCC Features for Basic Speech Recognition         1216.6.3 Example 3 (Advanced): Applying Gabor Filters for Texture Analysis1226.7 Common Errors and Misunderstandings            1226.8 Applications in Modern Technology        1246.9 Summary of Key Concepts           1256.10 Sample Code      1256.11 References           1287 Decomposition and Alternate Signal Representations 1297.1 Motivation and Introduction        1297.2 Signal Processing Methods That Are Remarkably Original, But Understandable1307.2.1 Empirical Mode Decomposition (EMD) - Dividing into Basic Waves1307.2.2 Singular Spectrum Analysis (SSA) - Discovering Concealed Patterns1317.2.3 Recovery of Sparse Signals     1357.2.4 Further Insights and Intuitions              1387.3 Examples 1437.4 Frequent Mistakes and Misinterpretations        1457.5 Practices of Contemporary Technology               1457.6 Summary of Key Points   1467.7 Example Code      1477.8 References              1508 An Introductory Exploration of Traditional Machine Learning for the Processing of Signals 1518.1 A Preamble and its Justification 1518.2 The Theoretical Framework: Machine Learning              1538.3 Supervised Learning         1548.3.1 K-Nearest Neighbours (K-NN) 1558.3.2 Decision Trees  1578.3.3 Random Forests             1618.3.4 Support Vector Machines (SVM)           1638.4 Unsupervised Learning   1688.4.1 Clustering with K-Means            1698.4.2 Gaussian Mixture Models (GMM)         1718.4.3 Principal Component Analysis (PCA) 1778.4.4 t-Distributed Stochastic Neighbour Embedding (t-SNE)       1828.5 Practical Examples            1858.6 Typical Mistakes and Misconceptions  1988.7 Uses in Current Signal Processing           2018.8 Key Idea Summary             2038.9 References              2049 Deep Learning and Signal Processing: A Relationship Between Data and Knowledge 2059.1 Introduction and Motivation        2059.2 Essential Theoretical Background           2069.2.1 Signals: Discrete and Continuous      2069.2.2 Signal Processing (Basic Concepts)   2079.2.3 Machine Learning and Deep Learning              2079.3 Core Ideas and Their Corresponding Mathematical Frameworks       2089.3.1 Backpropagation Algorithm    2089.4 Use of Non-linearity Within Autoencoders and Noise Removal           2109.4.1 Multi Layer Perceptron: Theory and Practice                2109.4.2 The Importance of Non-Linearity: “Bending” the Space        2119.4.3 Common Activation Functions: When and How to Use Them          2139.4.4 Stacked Denoising Autoencoder (SDAE)         2169.4.5 Applications of SDAEs in Signal Processing: 2259.5 Convolutional Neural Networks (CNN) 2259.5.1 Convolutional Neural Networks: Building Blocks      2269.6 The Multiscale Learning Paradigm and CNNs  2289.6.1 The Importance of Scale in Signals and Data               2289.6.2 Principles of Multiscale Representation Learning     2299.6.3 CNNs: An Implicit Multiscale Architecture    2299.6.4 Advanced: Explicit Multiscale CNN Designs 2319.7 Transformer Architectures            2329.7.1 Motivations and Key Ideas        2329.7.2 Fundamental Components (Transformer Encoder) 2339.7.3 Multi-Headed Self-Attention (MHSA) and relationship with Signal Processing      2359.7.4 Demystification of the Self-Attention Mechanism: Questions, Keys, and Values in Action            2369.8 Multimodal Learning and Signal Processing     2429.9 Parallelism between Convolutional Network Kernels and Transformers in Simple Pills       2459.9.1 How Backpropagation Refines Kernels            2459.9.2 Parallelism with Transforms (Fourier, Wavelet, etc.)                2469.10 Worked Examples           2469.11 Pitfalls and Misconceptions     2509.12 Applications in Modern Technology     2519.13 Summary of Key Points 2529.14 Sample Code      2539.15 References           26010 Graph Signal Processing (GSP) 26310.1 Why is it important in computer science?        26310.2 Graph Signal Processing - GSP in a nutshell  26410.3 Theoretical Background: Graph Theory Basics            26510.3.1 Adjacency Matrix         26510.3.2 Degree Matrix 26510.4 Mathematical Foundations and Basic Concepts of GSP        26510.4.1 Graph Signals 26610.4.2 The Graph Shift Operator        26610.4.3 The Graph Laplacian 26710.4.4 Normalized Laplacians [Advanced] 26810.4.5 Graph Fourier Transform (GFT)           26910.4.6 Graph Filtering               27010.4.7 Convolutional Graph Neural Networks (GCN)          27110.5 Worked Examples           27610.6 Applications in Modern Technology     28110.7 Summary of Key Points 28210.7.1 Example 1: Fourier Transform on Graphs and Filtering       28310.7.2 Example 2: Graph Convolutional Network (GCN) for Node Classification - Drug Toxicity prediction         28710.7.3 GSP Example Conclusions   29510.8 References           29511 Kalman Filters and Particle Filters for Artificial Intelligence and Robotics29711.1 Kalman Filters and Particle Filters in a Nutshell           29811.1.1 The Particle Filter (PF): The Sleuth with an Army of Assisting Experts        29911.2 Theoretical Background: Dynamic Systems and Uncertainty             30011.2.1 State-Space Models  30011.2.2 Uncertainty and Probability  30111.2.3 Gaussian Noise            30211.3 The Kalman Filter (KF)   30211.3.1 KF assumptions           30211.3.2 The Kalman Filter Algorithm 30311.3.3 Limitations of KF and Extended Kalman Filter (EKF)             30411.4 Particle Filters (PF)          30611.4.1 The Basic Concept: Sampling Representation         30611.4.2 Base Algorithm: Sequential Importance Sampling (SIS)    30811.4.3 The Degeneration Problem and Resampling             30811.4.4 The Full Algorithm: Sampling Importance Resampling (SIR)           30911.4.5 Advantages and Disadvantages of PF            31011.5 Application Examples   31111.6 Pitfalls and Misconceptions     31411.7 Applications in Modern Technology     31411.8 Summary of Key Points 31611.9 Example Code    31611.9.1 Example 1: Linear Kalman Filter         31611.9.2 Example 2: Particle Filter        32011.10 References        32412 Conclusions 32512.1 Summary of Contents   32512.2 Contributions and Impact of the Integration between SP and Deep Learning32612.3 Challenges and Future Prospects         32712.4 Final Thoughts   327Index