# HG changeset patch # User Puneeth Chaganti # Date 1256731541 -19800 # Node ID 33ede079857d49baf327ae66e55ba5fd3cf05c3e # Parent 5a96cf81bdc5909395710fdfe3195f1f7f299b51 Added pos.txt file. diff -r 5a96cf81bdc5 -r 33ede079857d day1/data/pos.txt --- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/day1/data/pos.txt Wed Oct 28 17:35:41 2009 +0530 @@ -0,0 +1,41 @@ +0. 0. +0.25 0.47775 +0.5 0.931 +0.75 1.35975 +1. 1.764 +1.25 2.14375 +1.5 2.499 +1.75 2.82975 +2. 3.136 +2.25 3.41775 +2.5 3.675 +2.75 3.90775 +3. 4.116 +3.25 4.29975 +3.5 4.459 +3.75 4.59375 +4. 4.704 +4.25 4.78975 +4.5 4.851 +4.75 4.88775 +5. 4.9 +5.25 4.88775 +5.5 4.851 +5.75 4.78975 +6. 4.704 +6.25 4.59375 +6.5 4.459 +6.75 4.29975 +7. 4.116 +7.25 3.90775 +7.5 3.675 +7.75 3.41775 +8. 3.136 +8.25 2.82975 +8.5 2.499 +8.75 2.14375 +9. 1.764 +9.25 1.35975 +9.5 0.931 +9.75 0.47775 +10. 0. diff -r 5a96cf81bdc5 -r 33ede079857d day1/session3.tex --- a/day1/session3.tex Wed Oct 28 17:18:02 2009 +0530 +++ b/day1/session3.tex Wed Oct 28 17:35:41 2009 +0530 @@ -514,18 +514,19 @@ \item A is also called a Van der Monde matrix \item It can be generated using \typ{vander} \end{itemize} -Van der Monde matrix of order M +\begin{lstlisting} +In []: A = vander(L, 2) +\end{lstlisting} +Gives the required Van der Monde matrix \begin{equation*} \begin{bmatrix} - l_1^{M-1} & \ldots & l_1 & 1 \\ - l_2^{M-1} & \ldots &l_2 & 1 \\ - \vdots & \ldots & \vdots & \vdots\\ - l_N^{M-1} & \ldots & l_N & 1 \\ + l_1 & 1 \\ + l_2 & 1 \\ + \vdots & \vdots\\ + l_N & 1 \\ \end{bmatrix} \end{equation*} -\begin{lstlisting} -In []: A = vander(L,2) -\end{lstlisting} + \end{frame} \begin{frame}[fragile]