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Questions and Answers
What is the primary purpose of image sampling in digital imaging?
What happens when an image is sampled with a lower sampling frequency in both spatial dimensions?
What is the result of interpolating a subsampled image using a zero-order interpolation method?
How are pixels typically indexed in a digital image?
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What is the outcome of quantizing the value of the image function f(x, y)?
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What is the term for the small square area of the image that corresponds to each sample?
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What is the total number of gray levels in the subsampled images?
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What is the effect of reducing the number of samples in the subsampled images?
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What is the process of deleting rows and columns from the original image to obtain smaller images?
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What is the resolution of the smallest subsampled image?
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What is the purpose of bringing the subsampled images up to size 1024×1024 by row and column pixel replication?
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What is the observed effect in the 256×256 image in Figure 2(c)?
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What is the primary purpose of quantization in digital image processing?
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What is the effect of reducing the number of quantization levels in an image?
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What is the typical case of a monochrome image?
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What is the visual effect of reducing the number of reconstruction levels in an image?
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What is the purpose of binary coding in image processing?
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What is the relationship between the number of quantization levels and the accuracy of the image representation?
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Study Notes
Image Sampling
- Image sampling is a process of creating a digital image from data acquired by a camera or other imaging instrument
- It requires a two-dimensional pattern to represent measurements (light intensity or color) numerically
- Examples: Lena image sampled with two different sampling structures, resulting in different resolutions (256x256 and 64x64 pixels)
Sampling Frequency
- Sampling frequency affects the resolution of the image
- Lower sampling frequency results in a lower resolution image (e.g., 64x64 pixels)
- Higher sampling frequency results in a higher resolution image (e.g., 256x256 pixels)
Pixels
- A digital image is a two-dimensional array of pixels
- Each pixel corresponds to a small square area of the image
- Pixels are indexed by x and y coordinates, with x and y taking integer values
Quantization
- Quantization is the process of digitizing the value of the image function f(x, y)
- It involves replacing a continuously varying f(x, y) with a discrete set of quantization levels
- The accuracy of quantization depends on the number of quantization levels used
Effects of Reducing Number of Samples
- Reducing the number of samples can result in a loss of detail and a checkerboard pattern effect
- Examples: subsampling an image from 1024x1024 to 512x512, 256x256, and 32x32 pixels
- The effects of reducing the number of samples become more pronounced as the image size decreases
Quantization of an Image
- Quantization of an image involves representing the brightness of each pixel by an integer value
- The number of quantization levels determines the accuracy of the representation
- Examples: quantization with 8 bits per pixel (256 reconstruction levels), 4 bits per pixel (16 reconstruction levels), and 2 bits per pixel (4 reconstruction levels)
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Description
Learn about image sampling, a crucial process in digital image creation, where a 2D pattern represents measurements of light intensity or color. Explore examples of sampling structures and their effects on image quality.