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construct both full and reduced SVD decomposition via \path{np \item (10) В этом упражнении мы познакомимся с тремя основными алгоритмами вычисления сингулярного разложения, доступными в Python: \path{numpy.linalg.svd}, \path{scipy.sparse.linalg.svds} и \path{sklearn.utils.extmath.randomized_svd}. - +% \begin{itemize} \item Создайте матрицу $A$ размера $n\times n \ (n=2000)$ со случайными элементами из стандартного нормального распределения. @@ -133,9 +133,9 @@ $$ A = digits.data y = digits.target \end{lstlisting} - -Каждая строка массива \path{A} состоит из 64 чисел с плавающей точкой, которые задают черно-белое изображение $8 \times 8$. Это изображение цифры. Сами цифры (метки данных) указаны в массиве \path{y}. - +% +Каждая строка массива \path{A} состоит из 64 чисел с плавающей точкой, которые задают черно-белое изображение $8 \times 8$. Это изображение цифры. Сама цифра (метка данных) указана в массиве \path{y}. +% \begin{itemize} \item Изучите датасет. Постройте изображения нескольких цифр, например, 0, 3, 7