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fix additional broken links (from @slivingston review)
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doc/iosys.rst

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@@ -25,11 +25,11 @@ a :class:`~control.StateSpace` linear system. Use the
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ss_sys = ct.linearize(io_sys, xeq, ueq)
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Input/output systems are automatically created for state space LTI systems
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when using the :func:`ss` function. Nonlinear input/output systems can be
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created using the :func:`~control.nlsys` function, which requires
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the definition of an update function (for the right hand side of the
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differential or different equation) and an output function (computes the
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outputs from the state)::
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when using the :func:`~control.ss` function. Nonlinear input/output
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systems can be created using the :func:`~control.nlsys` function, which
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requires the definition of an update function (for the right hand side of
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the differential or different equation) and an output function (computes
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the outputs from the state)::
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io_sys = ct.nlsys(updfcn, outfcn, inputs=M, outputs=P, states=N)
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@@ -434,8 +434,8 @@ of an individual system are used in a given specification::
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inplist=['sum.r', 'P.v'], outlist=['P', 'C.u']
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)
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And finally, since we have named the signals throughout the system in
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a consistent way, we could let :func:`ct.interconnect` do all of the
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And finally, since we have named the signals throughout the system in a
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consistent way, we could let :func:`~control.interconnect` do all of the
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work::
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clsys5 = ct.interconnect(

doc/plotting.rst

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@@ -215,8 +215,8 @@ plot, use `plot_type='nichols'`::
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.. image:: freqplot-siso_nichols-default.png
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Another response function that can be used to generate Bode plots is
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the :func:`~control.gangof4` function, which computes the four primary
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Another response function that can be used to generate Bode plots is the
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:func:`~control.gangof4_response` function, which computes the four primary
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sensitivity functions for a feedback control system in standard form::
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proc = ct.tf([1], [1, 1, 1], name="process")

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