Description of fliplr

DESCRIPTION

FLIPLR Flips array of polytopes

 R = fliplr(P)

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 DESCRIPTION
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 If the input argument is a polytope array (i.e. (U Pi)),
 returns a polytope array R where R(1)=P(n), R(2)=P(n-1), ..., R(n)=P(1)

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 INPUT
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 P   - Polytope array

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 OUTPUT                                                                                                    
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 R   - Flipped polytope array

 see also FLIPUD, SUBSREF, LENGTH

CROSS-REFERENCE INFORMATION

length LENGTH Returns number of regions over which the explicit control law is defined

end END Returns the last element in a given polytope array

length LENGTH Returns number of elements in a polytope array

flipud FLIPUD Flips array of polytopes

mpt_removeOverlaps MPT_REMOVEOVERLAPS Removes overlaps from (a set of) polyhedral partitions with associated linear cost

mpt_iterativePWA MPT_ITERATIVEPWA Computes a time-optimal or low-complexity explicit controller for PWA systems

mpt_mixedMinTime MPT_MIXEDMINTIME Computes minimum time controller for systems with discrete and continuous inputs

mpt_plotPartition MPT_PLOTPARTITION Plots a polyhedral partition obtained by mpt_control

fliplr

PURPOSE

SYNOPSIS

DESCRIPTION

CROSS-REFERENCE INFORMATION