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T9662.hs:49:7: error:
Couldn't match type ‘k’ with ‘n’
‘k’ is a rigid type variable bound by
the type signature for:
test :: Shape (((sh :. k) :. m) :. n)
-> Shape (((sh :. m) :. n) :. k)
at T9662.hs:44:9
‘n’ is a rigid type variable bound by
the type signature for:
test :: Shape (((sh :. k) :. m) :. n)
-> Shape (((sh :. m) :. n) :. k)
at T9662.hs:44:9
Expected type: Exp (((sh :. m) :. n) :. k)
-> Exp (((sh :. k) :. m) :. n)
Actual type: Exp (((sh :. k) :. m) :. n)
-> Exp (((sh :. k) :. m) :. n)
In the second argument of ‘backpermute’, namely ‘id’
In the expression:
backpermute
(modify
(atom :. atom :. atom :. atom)
(\ (sh :. k :. m :. n) -> (sh :. m :. n :. k)))
id
Relevant bindings include
test :: Shape (((sh :. k) :. m) :. n)
-> Shape (((sh :. m) :. n) :. k)
(bound at T9662.hs:45:1)
T9662.hs:49:7: error:
Couldn't match type ‘m’ with ‘k’
‘m’ is a rigid type variable bound by
the type signature for:
test :: Shape (((sh :. k) :. m) :. n)
-> Shape (((sh :. m) :. n) :. k)
at T9662.hs:44:9
‘k’ is a rigid type variable bound by
the type signature for:
test :: Shape (((sh :. k) :. m) :. n)
-> Shape (((sh :. m) :. n) :. k)
at T9662.hs:44:9
Expected type: Exp (((sh :. m) :. n) :. k)
-> Exp (((sh :. k) :. m) :. n)
Actual type: Exp (((sh :. k) :. m) :. n)
-> Exp (((sh :. k) :. m) :. n)
In the second argument of ‘backpermute’, namely ‘id’
In the expression:
backpermute
(modify
(atom :. atom :. atom :. atom)
(\ (sh :. k :. m :. n) -> (sh :. m :. n :. k)))
id
Relevant bindings include
test :: Shape (((sh :. k) :. m) :. n)
-> Shape (((sh :. m) :. n) :. k)
(bound at T9662.hs:45:1)
T9662.hs:49:7: error:
Couldn't match type ‘n’ with ‘m’
‘n’ is a rigid type variable bound by
the type signature for:
test :: Shape (((sh :. k) :. m) :. n)
-> Shape (((sh :. m) :. n) :. k)
at T9662.hs:44:9
‘m’ is a rigid type variable bound by
the type signature for:
test :: Shape (((sh :. k) :. m) :. n)
-> Shape (((sh :. m) :. n) :. k)
at T9662.hs:44:9
Expected type: Exp (((sh :. m) :. n) :. k)
-> Exp (((sh :. k) :. m) :. n)
Actual type: Exp (((sh :. k) :. m) :. n)
-> Exp (((sh :. k) :. m) :. n)
In the second argument of ‘backpermute’, namely ‘id’
In the expression:
backpermute
(modify
(atom :. atom :. atom :. atom)
(\ (sh :. k :. m :. n) -> (sh :. m :. n :. k)))
id
Relevant bindings include
test :: Shape (((sh :. k) :. m) :. n)
-> Shape (((sh :. m) :. n) :. k)
(bound at T9662.hs:45:1)
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