Feature Selection
π Feature Selection and Stepwise Methods Feature Selection Motivation Sometimes the inverse matrix does not exist. Sometimes the inverse matrix becomes numerically unstable. Example: [...
π Feature Selection and Stepwise Methods Feature Selection Motivation Sometimes the inverse matrix does not exist. Sometimes the inverse matrix becomes numerically unstable. Example: [...
ποΈ Thresholding Overview Thresholding converts a grayscale image into a binary image using a decision rule. It is a fundamental step in: Segmentation ROI extraction Industrial inspection ...
π Why Statistics Matter in Computer Vision Computer vision systems rely heavily on statistics to: Handle noise and uncertainty Make decisions from pixel distributions Design robust algorith...
π§ Key idea Sharpening and edge detection are not opposing techniques. They are two different ways of using the same information. Edges can exist alone β or they can be fed back into the original...
π§ Core idea Dilation and erosion are not filters in the convolution sense. They are set-based geometric operations defined by how a shape (the structuring element) interacts with another shape (the...
π§ Core idea Morphology is not about pixel values. It is about shape, structure, and spatial relationships. If convolution asks βwhat pattern exists here?β, morphology asks βhow does this shape o...
π― What Is Least Squares Method (LSM)? The Least Squares Method (LSM) finds parameters that best fit data by minimizing the sum of squared errors. It is used everywhere: Curve fitting Camera ...
πΌοΈ Why Image Formats Matter in Computer Vision Image file formats define: How pixels are stored Whether data is compressed Whether information is lost How images are read and written To...
π§ Why Image Array Structure Matters In computer vision, bugs often come not from algorithms, but from wrong assumptions about image memory layout. Understanding array structure is essential for: ...
π― What Is the Hough Transform? The Hough Transform is a technique to detect parametric shapes (most commonly lines) in images. It is especially powerful when: Edges are noisy Lines are broke...