NumPy代写

NumPy代写 C. Nowincrease m, n, p each by a factor of  How long do you expect it would take to multiply X and Y using your custom code?

C. Nowincrease m, n, p each by a factor of

  1. How long do you expect it would take to multiply X and Y using your custom code? How long does it actually take?
  2. How long do you expect it would take to multiply X and Y using built-in NumPy methods? How long does it actually take?

D. Increasem, n, p each by a factor of l0 again, and repeat the above but using NumPy’s built-in methods  How long does it take to multiply X and Y ? Did it increase by the same factor as it did before when all the dimensions were increased by a factor of l0? Why or why not? NumPy代写

E. Generatea n × p matrix and a n-vector y.

  1. Setn = 5000,p = 200. How long does it take to regress y on X?
  2. Setn = 50000,p = 200. How long do you expect the same regression would take? How long does it actually take?
  3. Setn = 5000,p = 2000. How long do you expect the same regression would take? How long does it actually take?
NumPy代写
NumPy代写

3 Breast *ancer Data NumPy代写

Use the breast cancer data from zklearn to perform the following exercises.

A. Loadthe breast cancer data with the load_breazt_cancer method from the module zklearn.datazetz.

B. Standardizeeach feature in the data

C. PerformPCA on the standardized  How many principle components must we keep to explain 90% of the total variance? How much variance is explained if we keep 2?

D. Perform k-means with k =2 on the full set of features, and on the first 2 principle components  Compare how well the clusters found by k-means in each of these cases compare to the true targets of the data set.

 

4 Olivetti Faces NumPy代写

Use the Olivetti faces data set available through zklearn to do the following.

A. Fetchand load the data with the fetch_olivetti_facez method from the module zklearn.datazetz.

B. Demeaneach face in the data set (no need to divide by standard deviation as every dimension is a number between a fixed range representing a pixel).

C. Computeand display the first 9

D. Inclass we showed that any given face in the data set can be represented as a linear combination of the  For any face in the data set, show how it progresses as we combine 1, 51, 101,. .. eigenfaces, until the full image is recovered.

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