@ Moonstone


Filed in: Main.WikiSandbox · Modified on : Fri, 01 Jun 12

Feel free to use this page to experiment with the Text Formatting Rules. Just click the "Edit Page" link at the bottom of the page.

For any real number $p > 0$, define $f_{n, p}:- \mathbb R^n \to \mathbb R$ by $$f_{n, p}(\bm{x})={|x_1^p+ \cdots+x_n^p|}^{\frac1p}=\|\bm{x}\|_p,$$ for $\bm{x }=(x_1,\dots,x_n)\in\mathbb R^n$.

$$\bm{x }=(x_1,x_2,\dots,x_n)\in\mathbb R^m\quad \hbox{all $x_j\geq1$}$$ $ [n,k-2]$ (linear) code ${a^b}^c$

New test: $ab+bc+cd+d^e=1$.

Another test: $\lambda eadbe+bcd+cdx+dcd^euf=1-\int xyz\, dx + 2z$. abccdddd $n:= e/w/x/u.v$.

Powered by PmWiki