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last edited 16 years ago by Thomas Feulner |
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Editor: Thomas Feulner
Time: 2008/06/17 00:19:57 GMT-7 |
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(1) -> )cd ~/combinat/src
The current FriCAS default directory is /var/aw/var/LatexWiki
)re ../lib/combinat.input
The file ../lib/combinat.input is needed but does not exist.
#includeDir "/var/lib/zope/combinat/include" #libraryDir "/var/lib/zope/combinat/lib" #include "combinat"
macro { E == EmptySetSpecies; X == SingletonSpecies; + == Plus; * == Times; } BTree(L: LabelType): CombinatorialSpecies L == (E + X*BTree*BTree)(L) add; MySubset(L: LabelType): CombinatorialSpecies L == (SetSpecies*SetSpecies)(L) add;
Compiling FriCAS source code from file /var/lib/zope2.10/instance/axiom-wiki/var/LatexWiki/7896689979910980793-25px002.as using Aldor compiler and options -O -Fasy -Fao -Flsp -lfricas -Mno-ALDOR_W_WillObsolete -DFriCAS -Y $FRICAS/algebra -I $FRICAS/algebra Use the system command )set compiler args to change these options. "/var/lib/zope2.10/instance/axiom-wiki/var/LatexWiki/7896689979910980793-25px002.as",line 3: #include "combinat" ^ [L3 C1] #1 (Error) Could not open file `combinat'.
The )library system command was not called after compilation.
Z := ACInteger
(1) |
X := BTree(Z)
There are no library operations named BTree Use HyperDoc Browse or issue )what op BTree to learn if there is any operation containing " BTree " in its name.
Cannot find a definition or applicable library operation named BTree with argument type(s) Variable(ACInteger)
Perhaps you should use "@" to indicate the required return type,or "$" to specify which version of the function you need.
Two ways to construct LinearOrder?:
#includeDir "/var/lib/zope/combinat/include" #libraryDir "/var/lib/zope/combinat/lib" #include "combinat"
macro { E == EmptySetSpecies; X == SingletonSpecies; + == Plus; * == Times; } MyLinearOrder(L:LabelType):CombinatorialSpecies L == (E + X*MyLinearOrder)(L) add;
Compiling FriCAS source code from file /var/lib/zope2.10/instance/axiom-wiki/var/LatexWiki/7566739481302953094-25px004.as using Aldor compiler and options -O -Fasy -Fao -Flsp -lfricas -Mno-ALDOR_W_WillObsolete -DFriCAS -Y $FRICAS/algebra -I $FRICAS/algebra Use the system command )set compiler args to change these options. "/var/lib/zope2.10/instance/axiom-wiki/var/LatexWiki/7566739481302953094-25px004.as",line 3: #include "combinat" ^ [L3 C1] #1 (Error) Could not open file `combinat'.
The )library system command was not called after compilation.
X:=MyLinearOrder(Z)
There are no library operations named MyLinearOrder Use HyperDoc Browse or issue )what op MyLinearOrder to learn if there is any operation containing " MyLinearOrder " in its name.
Cannot find a definition or applicable library operation named MyLinearOrder with argument type(s) Variable(ACInteger)
Perhaps you should use "@" to indicate the required return type,or "$" to specify which version of the function you need.
I can't use the following species because of the Mathaction specific build. But they are implemented in Combinat!
X:=LinearOrder(Z)
There are no library operations named LinearOrder Use HyperDoc Browse or issue )what op LinearOrder to learn if there is any operation containing " LinearOrder " in its name.
Cannot find a definition or applicable library operation named LinearOrder with argument type(s) Variable(ACInteger)
Perhaps you should use "@" to indicate the required return type,or "$" to specify which version of the function you need.
Permutation does already exist within Axiom, use another name.
Now we are testing the generating series
X := Subset(Z)
There are no library operations named Subset Use HyperDoc Browse or issue )what op Subset to learn if there is any operation containing " Subset " in its name.
Cannot find a definition or applicable library operation named Subset with argument type(s) Variable(ACInteger)
Perhaps you should use "@" to indicate the required return type,or "$" to specify which version of the function you need.
And what is the number of Isomorphism Types
os: OrdinaryGeneratingSeries := isomorphismTypeGeneratingSeries()$X;
OrdinaryGeneratingSeries is not a valid type.