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##  simpcomp / morse.gd
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##  Polyhedral Morse functions 
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## <#GAPDoc Label="morse">
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## In this chapter we present some useful functions dealing with polyhedral Morse theory. See Section <Ref Chap="sec:MorseTheory" /> for a very short introduction to the field, see <Cite Key="Kuehnel95TightPolySubm" /> for more information. Note: this is not to be confused with Robin Forman's discrete Morse theory for cell complexes <Cite Key="Forman95DiscrMorseTheoryCellCompl"/>.<P/>
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## If <M>M</M> is a combinatorial <M>d</M>-manifold with <M>n</M>-vertices a  rsl-function will be represented as an ordering on the set of vertices, i. e. a list of length <M>n</M> containing all vertex labels of the corresponding simplicial complex.<P/>
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## <Section Label="sec:morsefunc">
## <Heading>Polyhedral Morse theory related functions</Heading>
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## <#Include Label="SCIsTight"/>
## <#Include Label="SCMorseIsPerfect"/>
## <#Include Label="SCSlicing"/>
## <#Include Label="SCMorseMultiplicityVector"/>
## <#Include Label="SCMorseNumberOfCriticalPoints"/>
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## </Section>
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