Comments on: Hello, World! http://mike.renf.ro/blog/2007/11/11/hello-world/ Things Nobody Pays Me To Think About Thu, 08 Sep 2011 20:23:40 +0000 hourly 1 http://wordpress.org/?v=3.0.1 By: Mike Renfro http://mike.renf.ro/blog/2007/11/11/hello-world/comment-page-1/#comment-2065 Mike Renfro Sun, 08 Feb 2009 22:32:19 +0000 http://mike.renf.ro/blog/2007/11/11/hello-world/#comment-2065 This site still doesn't support LaTeX in comments. And won't for the foreseeable future. This site still doesn’t support LaTeX in comments. And won’t for the foreseeable future.

]]> By: ba http://mike.renf.ro/blog/2007/11/11/hello-world/comment-page-1/#comment-1895 ba Thu, 04 Dec 2008 09:51:39 +0000 http://mike.renf.ro/blog/2007/11/11/hello-world/#comment-1895 $x^2$ $x^2$

]]> By: Mike Renfro http://mike.renf.ro/blog/2007/11/11/hello-world/comment-page-1/#comment-33 Mike Renfro Sun, 30 Dec 2007 17:57:34 +0000 http://mike.renf.ro/blog/2007/11/11/hello-world/#comment-33 My host is <a href="http://www.a2hosting.com/" rel="nofollow">A2</a>. As you probably noticed, I didn't enable LaTeX for comments, but I may do that later. You may still be able to get 20% off their regular rates with coupon code '43f20', but I'm not sure. My host is A2. As you probably noticed, I didn’t enable LaTeX for comments, but I may do that later. You may still be able to get 20% off their regular rates with coupon code ’43f20′, but I’m not sure.

]]> By: shailesh http://mike.renf.ro/blog/2007/11/11/hello-world/comment-page-1/#comment-31 shailesh Sun, 30 Dec 2007 04:03:14 +0000 http://mike.renf.ro/blog/2007/11/11/hello-world/#comment-31 A zero-order hold reconstructs the following continuous-time waveform from a sample sequence x[n], assuming one sample per time interval T: x_{\mathrm{ZOH}}(t)\,= \sum_{n=-\infty}^{\infty} x[n]\cdot \mathrm{rect} \left(\frac{t-T/2 -nT}{T} \right) \ where \mathrm{rect}() \ is the rectangular function. The function \mathrm{rect} \left(\frac{t-T/2}{T} \right) is depicted in Figure 1, and x_{\mathrm{ZOH}}(t)\, is the piecewise-constant signal depicted in Figure 2. this is for LaTex check only A zero-order hold reconstructs the following continuous-time waveform from a sample sequence x[n], assuming one sample per time interval T:

x_{\mathrm{ZOH}}(t)\,= \sum_{n=-\infty}^{\infty} x[n]\cdot \mathrm{rect} \left(\frac{t-T/2 -nT}{T} \right) \
where \mathrm{rect}() \ is the rectangular function.
The function \mathrm{rect} \left(\frac{t-T/2}{T} \right) is depicted in Figure 1, and x_{\mathrm{ZOH}}(t)\, is the piecewise-constant signal depicted in Figure 2.

this is for LaTex check only

]]> By: shailesh http://mike.renf.ro/blog/2007/11/11/hello-world/comment-page-1/#comment-29 shailesh Sat, 29 Dec 2007 16:05:14 +0000 http://mike.renf.ro/blog/2007/11/11/hello-world/#comment-29 could you please give me your web hoster web address? shailesh could you please give me your web hoster web address?
shailesh

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