References: Sampling and Quantization
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Nyquist–Shannon sampling theorem - Wikipedia - Explains bandlimited sampling, reconstruction, Nyquist rate, spectral replicas, and conditions required to avoid information loss.
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Aliasing - Wikipedia - Illustrates how inadequate temporal or spatial sampling makes distinct frequencies indistinguishable and motivates anti-alias filtering.
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Quantization (signal processing) - Wikipedia - Covers quantization levels, error, noise models, uniform and nonuniform quantizers, resolution, and signal-to-quantization-noise ratio.
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Understanding Digital Signal Processing (3rd Edition) - Richard G. Lyons - Pearson - Lyons’ frequency-folding diagrams and everyday aliases make sampling and spectral replication unusually approachable for beginners.
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Principles of Digital Communication and Coding - Andrew J. Viterbi and Jim K. Omura - McGraw-Hill - Viterbi and Omura connect quantization and sampling choices to information, distortion, coding, and communication-system performance.
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Signal Sampling - Engineering LibreTexts - Develops periodic spectral replication and reconstruction conditions from continuous- and discrete-time Fourier representations.
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The Sampling Theorem - DSP Guide - Gives an intuitive reconstruction-based explanation of Nyquist limits, aliasing, and practical data-conversion decisions.
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Analog-to-Digital Conversion Activity - Analog Devices - A hands-on treatment of ADC sampling, quantization levels, resolution, error, Nyquist limits, and undersampling.
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Sigma-Delta ADCs Tutorial - Analog Devices - Explains oversampling, quantization noise, noise shaping, and decimation through frequency-domain diagrams and converter examples.
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Signals and Systems Lecture Notes - MIT OpenCourseWare - Includes lectures and exercises devoted to sampling, quantization, reconstruction, modulation, and continuous-discrete relationships.