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Linear Algebra and Learning from Data

Exercise 5.5.3

Answers

$\int \int p (x, y) dxdy = \int \int p (x) p (y) dxdy = \int_{x} p (x) dx \int_{y} p (y) dy = \int_{x} p (x) dx = 1$
$ $\int \int (x + y) p (x, y) dxdy = \int \int (x + y) p (x) p (y) dxdy = \int_xxp (x) \int_yp (y) dydx + \int_yyp (y) \int_xp (x) dxdy = \int_xxp (x) dx + \int_yyp (y) dy = m_1 + m_2 $ .$

niuers

2020-03-20 00:00

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