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| author | Puneeth Chaganti | 2010-01-04 19:08:48 +0530 |
|---|---|---|
| committer | Puneeth Chaganti | 2010-01-04 19:08:48 +0530 |
| commit | c98b90fe1a9ea076167277b341989daca59da2af (patch) | |
| tree | bb1dab189a442facfbb39d69b282140e197a0540 /day1/session4.tex | |
| parent | 04c772d6e467b97b941db712571e0c7547bebae9 (diff) | |
| download | workshops-c98b90fe1a9ea076167277b341989daca59da2af.tar.gz workshops-c98b90fe1a9ea076167277b341989daca59da2af.tar.bz2 workshops-c98b90fe1a9ea076167277b341989daca59da2af.zip | |
Changes at scipy.in
Diffstat (limited to 'day1/session4.tex')
| -rw-r--r-- | day1/session4.tex | 9 |
1 files changed, 8 insertions, 1 deletions
diff --git a/day1/session4.tex b/day1/session4.tex index 33f1f68..78e03a8 100644 --- a/day1/session4.tex +++ b/day1/session4.tex @@ -488,7 +488,14 @@ Out[]: array([-1., 8., -1.]) \frametitle{\typ{lstsq}} \begin{itemize} \item We need to fit a line through points for the equation $T^2 = m \cdot L+c$ -\item In matrix form, the equation can be represented as $T^2 = A \cdot p$, where A is +\item In matrix form, the equation can be represented as $T_{sq} = A \cdot p$, where $T_{sq}$ is + $\begin{bmatrix} + T^2_1 \\ + T^2_2 \\ + \vdots\\ + T^2_N \\ + \end{bmatrix}$ +, A is $\begin{bmatrix} L_1 & 1 \\ L_2 & 1 \\ |