@@ -6,7 +6,7 @@ SetPackageInfo( rec(
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Version := " v0.6.0" ,
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- Date := " 05 /11/2020" ,
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+ Date := " 26 /11/2020" ,
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License := " GPL-2.0-or-later" ,
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@@ -18,7 +18,7 @@ SetPackageInfo( rec(
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IsMaintainer := true ,
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Email := Concatenation( [
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" jo" , " e.a" , " llen" , " @" , " brist" , " ol" , " ." , " ac" , " ." , " uk"
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- ] ),
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+ ] ),
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WWWHome := " https://research-information.bris.ac.uk/en/persons/joe-allen" ,
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PostalAddress := Concatenation( [
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" School of Mathematics,\n " ,
@@ -57,13 +57,15 @@ SetPackageInfo( rec(
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" https://github.com/jw-allen/sbstrips/blob/master/PackageInfo.g" ,
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AbstractHTML :=
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- " The <span class=\" pkgname\" >SBstrips</span> package models 'strings' -- \
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- the decorated graphs used in representation theory. These graphs are known \
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- to describe a type of module for a special biserial algebra called a string \
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- module. The syzygy of a string module is a direct sum of string modules; \
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- hence syzygy-taking is essentially a one-to-many operation on strings. \
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- <span class=\" pkgname\" >SBstrips</span> package implements 'strings' as a \
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- data structure called 'strips', and performs this syzygy calculation." ,
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+ " String modules for special biserial (SB) algebras are represented by string\
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+ graphs. The syzygy of a string module (over an SB algebra) is a direct sum of\
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+ string modules, by a 2004 result of Liu and Morin, therefore syzygy-taking\
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+ can be performed at the (combinatorial) level of string graphs rather than\
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+ the (homological-algebraic) level of modules. This package represents string\
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+ graphs in <span class=\" pkgname\" >GAP</span> by objects called strips and it\
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+ implements syzygy-taking as an operation on them. Together with some\
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+ utilities for book-keeping, it allows for very efficient calculation of Kth\
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+ syzygyies for large K." ,
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PackageDoc := rec (
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BookName := " SBStrips" ,
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