提交 14a0070c authored 作者: Frederic's avatar Frederic

doc fix following review.

上级 11d1efbc
......@@ -6,7 +6,7 @@
.. moduleauthor:: LISA
Normally you should not call directly those Ops! Theano should automatically transform cpu ops to there gpu equivalent. So this list is just useful to let people know what is implemented on the gpu.
Normally you should not call directly those Ops! Theano should automatically transform cpu ops to their gpu equivalent. So this list is just useful to let people know what is implemented on the gpu.
Basic Op
========
......
......@@ -94,12 +94,12 @@ of symbolic differentiation).
Computing the Jacobian
======================
Theano implement :func:`theano.gradient.jacobian` macro that does all
what is needed to compute the jacobian. The following text explain how
Theano implements :func:`theano.gradient.jacobian` macro that does all
what is needed to compute the Jacobian. The following text explains how
to do it manually.
In order to manually compute the Jacobian of some function ``y`` with
respect to some parameter ``x`` we need to use the ``scan``. What we
respect to some parameter ``x`` we need to use ``scan``. What we
do is to loop over the entries in ``y`` and compute the gradient of
``y[i]`` with respect to ``x``.
......@@ -138,13 +138,13 @@ matrix, which corresponds to the Jacobian.
Computing the Hessian
=====================
Theano implement :func:`theano.gradient.hessian` macro that does all
what is needed to compute the hessian. The following text explain how
Theano implements :func:`theano.gradient.hessian` macro that does all
that is needed to compute the Hessian. The following text explains how
to do it manually.
You can compute the hessian manually as the jacobian. The only
You can compute the Hessian manually as the Jacobian. The only
difference is that now, instead of computing the Jacobian of some expression
``y``, we compute the jacobian of ``T.grad(cost,x)``, where ``cost`` is some
``y``, we compute the Jacobian of ``T.grad(cost,x)``, where ``cost`` is some
scalar.
......
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