- -package:inf-backprop

Subtraction of type-level naturals.
Subtract two vectors, or subtract a vector from a point.
Infix shorthand for minus.
Subtract 2 Word128
Subtract 2 Word256
Subtracts one Quantity from another.
Subtracts one possibly scaled SQuantity from another, preserving any scale factor. Use in conjunction with changeRepRound to combine quantities with differing scale factors.
TypeInt subtraction.
The difference of two type-level numbers For the difference of two naturals a and b, a-b is also a natural, so only exists for a >= b.
Remove the current extension and add another, equivalent to replaceExtension.
"/directory/path.txt" -<.> "ext" == "/directory/path.ext"
"/directory/path.txt" -<.> ".ext" == "/directory/path.ext"
"foo.o" -<.> "c" == "foo.c"
Remove the current extension and add another, equivalent to replaceExtension.
"/directory/path.txt" -<.> "ext" == "/directory/path.ext"
"/directory/path.txt" -<.> ".ext" == "/directory/path.ext"
"foo.o" -<.> "c" == "foo.c"
Remove the current extension and add another, equivalent to replaceExtension.
"/directory/path.txt" -<.> "ext" == "/directory/path.ext"
"/directory/path.txt" -<.> ".ext" == "/directory/path.ext"
"foo.o" -<.> "c" == "foo.c"
Remove the current extension and add another, equivalent to replaceExtension.
"/directory/path.txt" -<.> "ext" == "/directory/path.ext"
"/directory/path.txt" -<.> ".ext" == "/directory/path.ext"
"foo.o" -<.> "c" == "foo.c"
Remove the current extension and add another, equivalent to replaceExtension.
"/directory/path.txt" -<.> "ext" == "/directory/path.ext"
"/directory/path.txt" -<.> ".ext" == "/directory/path.ext"
"foo.o" -<.> "c" == "foo.c"
Modify the target(s) of a Lens', Iso, Setter or Traversal by subtracting a value.
>>> execState (do _1 -= c; _2 -= d) (a,b)
(a - c,b - d)
(-=) :: (MonadState s m, Num a) => Setter' s a    -> a -> m ()
(-=) :: (MonadState s m, Num a) => Iso' s a       -> a -> m ()
(-=) :: (MonadState s m, Num a) => Lens' s a      -> a -> m ()
(-=) :: (MonadState s m, Num a) => Traversal' s a -> a -> m ()