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Algebra of Programming summary
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Philip Kaluđerčić
Algebra of Programming summary
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c0e2d19e
Commit
c0e2d19e
authored
1 year ago
by
Florian Guthmann
Committed by
Philip Kaluđerčić
1 year ago
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Fix typo in bisimulation definition
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15e7a756
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coalgebra.tex
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c0e2d19e
...
@@ -45,7 +45,7 @@
...
@@ -45,7 +45,7 @@
For a
\de
{
endofunctor
}
\(
F :
\map
{
\Set
}{
\Set
}\)
and two
\fca
{}
For a
\de
{
endofunctor
}
\(
F :
\map
{
\Set
}{
\Set
}\)
and two
\fca
{}
\(
(
C, c
)
\)
,
\(
(
D, d
)
\)
, are
\emph
{
behaviourally equivalent
}
for
\(
(
C, c
)
\)
,
\(
(
D, d
)
\)
, are
\emph
{
behaviourally equivalent
}
for
\(
C
\ni
x
\sim
y
\in
D
\)
if
\(
C
\ni
x
\sim
y
\in
D
\)
if
\[
\exists
h, k
\st
(
C, c
)
\xrightarrow
{
h
}
(
E,
d
)
\xleftarrow
{
k
}
(
D,
\[
\exists
h, k
\st
(
C, c
)
\xrightarrow
{
h
}
(
E,
e
)
\xleftarrow
{
k
}
(
D,
d
)
,
\]
for some
\(
(
E, e
)
\)
.
d
)
,
\]
for some
\(
(
E, e
)
\)
.
\end{definition}
\end{definition}
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