Euclidean distance matlab

    • The American University in Cairo

      The two distance metrics were Euclidean and Cosine distance. The result showed that for databases with both illumination (shadows), and lighting (over-exposure) variations like the CAS PEAL database the Histogram remapping technique with normal distribution produced excellent result when the cosine distance is used as the classifier.

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    • [DOC File]GREETINGS - Stanford University

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      The baseband equivalent channel is found in Matlab by using the Hilbert function to obtain the analytic equivalent channel. This channel is then multiplied by the exponential over the time period [0;M] with samples spaced at 1/fs. ... As discussed previously the MLSE uses Euclidean distance or an equivalent metric [26] as the criterion but is ...

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    • [DOC File]Thesis

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      A simple computer experiment, using MatLab, into isolated word speech recognition is described in some detail. I experimented with several different recognition algorithms and I used training and testing data from two distinct vocabularies. ... the Euclidean distance between the features of the test word and the averages of the words in the ...

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    • [DOC File]Comparison of Methods - Temple University

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      In the formula below, the Euclidean distance is defined. Let f and g be two gray value image functions, then the Euclidean distance between two successive frames (f and g) is defined as follows: Equation 1- Euclidean Distance. One can refine the formula above in order to …

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    • [DOCX File]INTRODUCTION - Computer Action Team

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      Euclidean Distance calculation is widely used by many neural network and associative memory based algorithms. Table of Contents. 1INTRODUCTION1. ... The Furber Model is a model that was coded in Matlab as a part of my dissertation research, and the coding required certain assumptions based on the original published work by Furber et al. [51][52 ...

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    • [DOC File]Statistical downscaling using analogs and classification

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      The squared Euclidean distance (eq(2) of Part I) is firstly computed between each GCM season and the 38 years of ERA40 , and the 38 distances then scaled relative to the highest one, (4a) where j indicates year. The probability that the jth closest season is re-sampled is given by (4b) . A sample of 38 seasons of ERA40 is created with replacement.

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    • [DOCX File]INTRODUCTION - Computer Action Team

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      Thus Euclidean Distance Calculator was identified for this methodology development work. Also, the reason the example of the Euclidean Distance calculator was used for this research is that it is widely ... In order to understand and compare the performance, some of these promising algorithms were coded in MATLAB as a part of this research. The ...

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    • [DOC File]MACHINE LEARNING

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      Distance Measure An important component of a clustering algorithm is the distance measure between data points. If the components of the data instance vectors are all in the same physical units then it is possible that the simple Euclidean distance metric is sufficient to …

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    • [DOC File]J - CLAS Users

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      Distance Transform Algorithms. The distance transform is the other common technique for achieving the medial axis or skeleton of the image. There are three main types of distance transforms, which are based on Chamfer, Euclidean, and Voronoi diagrams. [5] The simplest approach for the skeletonization algorithm is the Euclidean Distance Transform.

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    • [DOC File]Motion Detector: Pixel based and Histogram based

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      Store the Euclidean distance between the histogram counts of the two consecutive images. The Euclidean distance is computed using ‘norm’ function. Plot the vector of distances. All distances above threshold (say values above 70% of max distance) indicate the frames where motion occurred. Local threshold can applied using the concept of window.

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