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Hi I am trying to write a code that finds approximations of sine and cosine using the equations below with a given value of theta in degrees basically as a novice programmer i am having trouble setting upa a while loop for the expansions. Also can you guys please quote …

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I'm trying to implement an algoirthm descirbed here: http://pub.uni-bielefeld.de/luur/download?func=downloadFile&recordOId=2497720&fileOId=2525546 The purpose of that algorithm is to create a concept hierarchy based on a document corpus. For instants, a "Dog" concept would be a child of the "Animal" concept in such a hierarchy. To the point, I've come accross a peice …

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I have the code for the first part of a problem, which is to write a program that reads an angle x (in radians) from the keyboard. Then, in a function, compute the cosine of the angle using the first five terms of this series. Print the value computed along …

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I'm trying to create a program that computes the values of cos using the Taylor Series as long as the absolute value of a term is greater than 0.0001 and prints the number of terms used in the series approximation. My code is the following and as of right now …

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Below are my code lines for computing cosine similarity over a list of values. My goal is to compute cosine similarity for each value in the f-list (f=[[3492.6], [13756.2], [22442.1], [22361.9], [26896.4]]) by taking a value from the list and compute how close in terms of cosine distance the rest …

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Can anyone please explain to me how to compute DCT? I'm finding it hard to understand it. ![2D-DCT](/attachments/large/3/2D-DCT.png "2D-DCT") ![dct1](/attachments/small/3/dct1.png "align-right") I attached the formulas the Discrete Cosine Transform (DCT) and it's Inverse-DCT.

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The End.