math105-s22:notes:lecture_6
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math105-s22:notes:lecture_6 [2022/02/03 07:49] pzhou |
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| ====== Lecture 6 ====== | ====== Lecture 6 ====== | ||
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| ===== Theorem 21 ===== | ===== Theorem 21 ===== | ||
| If $E \In \R^n, F \In \R^k$ are measurable, then $E \times F$ is measurable, with $m(E) \times m(F) = m(E \times F)$. | If $E \In \R^n, F \In \R^k$ are measurable, then $E \times F$ is measurable, with $m(E) \times m(F) = m(E \times F)$. | ||
math105-s22/notes/lecture_6.1643874572.txt.gz · Last modified: 2026/02/21 14:43 (external edit)
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