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I would like to know how to define a basis of the space of linear maps : $ \mathcal{L} ( E , F ) $. $ E $ and $ F $ are two differents vector spaces. I'm not looking for how building a basis of its equivalent space $ \mathcal{M}_n ( \mathbb{R} ) $, i know it. Thank you very much.

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    Please, try to make the title of your question more informative. E.g., *Why does $a imply $a+c?* is much more useful for other users than *A question about inequality.* From [How can I ask a good question?](http://meta.math.stackexchange.com/a/589/): *Make your title as descriptive as possible. In many cases one can actually phrase the title as the question, at least in such a way so as to be comprehensible to an expert reader.*2012-12-13
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    Sorry, I'm a Morrocan men, I don't speak well english.2012-12-13

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