fix tutorials latex and links (#261)
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@@ -46,8 +46,8 @@ derivative, which is of course infeasable… A possible solution,
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diverging from the original PINN formulation, is to use *coordinates
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augmentation*. In coordinates augmentation you seek for a coordinates
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transformation :math:`v` such that :math:`x\rightarrow v(x)` such that
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the periodicity condition $ u^{(m)}(x=0) - u^{(m)}(x=2) = 0
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:raw-latex:`\quad `m:raw-latex:`\in[0, 1, \cdots] `$ is satisfied.
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the periodicity condition
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:math:`u^{(m)}(x=0) - u^{(m)}(x=2) = 0 \quad, m\in[0, 1, \cdots]` is satisfied.
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For demonstration porpuses the problem specifics are
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:math:`\lambda=-10\pi^2`, and
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