derek.holloway
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119 lines
2.3 KiB
Fortran
119 lines
2.3 KiB
Fortran
! RUN: %python %S/test_modfile.py %s %flang_fc1
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! Test resolution of type-bound generics.
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module m1
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type :: t
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contains
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procedure, pass(x) :: add1 => add
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procedure, nopass :: add2 => add
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procedure :: add_real
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generic :: g => add1, add2, add_real
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end type
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contains
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integer(8) pure function add(x, y)
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class(t), intent(in) :: x, y
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end
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integer(8) pure function add_real(x, y)
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class(t), intent(in) :: x
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real, intent(in) :: y
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end
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subroutine test1(x, y, z)
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type(t) :: x, y
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real :: z(x%add1(y))
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end
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subroutine test1p(x, y, z)
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class(t) :: x, y
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real :: z(x%add1(y))
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end
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subroutine test2(x, y, z)
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type(t) :: x, y
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real :: z(x%g(y))
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end
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subroutine test2p(x, y, z)
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class(t) :: x, y
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real :: z(x%g(y))
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end
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subroutine test3(x, y, z)
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type(t) :: x, y
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real :: z(x%g(y, x))
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end
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subroutine test3p(x, y, z)
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class(t) :: x, y
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real :: z(x%g(y, x))
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end
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subroutine test4(x, y, z)
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type(t) :: x
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real :: y
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real :: z(x%g(y))
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end
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subroutine test4p(x, y, z)
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class(t) :: x
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real :: y
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real :: z(x%g(y))
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end
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end
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!Expect: m1.mod
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!module m1
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! type :: t
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! contains
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! procedure, pass(x) :: add1 => add
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! procedure, nopass :: add2 => add
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! procedure :: add_real
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! generic :: g => add1
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! generic :: g => add2
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! generic :: g => add_real
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! end type
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!contains
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! pure function add(x, y)
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! class(t), intent(in) :: x
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! class(t), intent(in) :: y
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! integer(8) :: add
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! end
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! pure function add_real(x, y)
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! class(t), intent(in) :: x
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! real(4), intent(in) :: y
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! integer(8) :: add_real
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! end
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! subroutine test1(x, y, z)
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! type(t) :: x
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! type(t) :: y
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! real(4) :: z(1_8:add(x, y))
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! end
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! subroutine test1p(x,y,z)
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! class(t)::x
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! class(t)::y
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! real(4)::z(1_8:x%add1(y))
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! end
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! subroutine test2(x, y, z)
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! type(t) :: x
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! type(t) :: y
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! real(4)::z(1_8:add(x,y))
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! end
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! subroutine test2p(x,y,z)
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! class(t)::x
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! class(t)::y
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! real(4) :: z(1_8:x%add1(y))
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! end
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! subroutine test3(x, y, z)
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! type(t) :: x
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! type(t) :: y
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! real(4)::z(1_8:add(y,x))
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! end
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! subroutine test3p(x,y,z)
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! class(t)::x
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! class(t)::y
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! real(4) :: z(1_8:x%add2(y, x))
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! end
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! subroutine test4(x, y, z)
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! type(t) :: x
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! real(4) :: y
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! real(4)::z(1_8:add_real(x,y))
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! end
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! subroutine test4p(x,y,z)
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! class(t)::x
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! real(4)::y
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! real(4) :: z(1_8:x%add_real(y))
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! end
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!end
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