PR target/83368
[official-gcc.git] / gcc / testsuite / gfortran.dg / graphite / pr42393.f90
blob1fc708ef9673c5d1bd97ced5737227eeb82e54b7
1 ! { dg-options "-O2 -fgraphite-identity -fno-loop-block -fno-loop-interchange -fno-loop-strip-mine" }
3 MODULE beta_gamma_psi
4 INTEGER, PARAMETER :: dp=KIND(0.0D0)
5 CONTAINS
6 FUNCTION basym (a, b, lambda, eps) RESULT(fn_val)
7 REAL(dp) :: a0(21), b0(21), bsum, c(21), d(21), dsum, &
8 j0, j1, r, r0, r1, s, sum, t, t0, t1, &
9 u, w, w0, z, z0, z2, zn, znm1
10 DO n = 2, num, 2
11 DO i = n, np1
12 b0(1) = r*a0(1)
13 DO m = 2, i
14 bsum = 0.0e0_dp
15 mm1 = m - 1
16 DO j = 1, mm1
17 mmj = m - j
18 bsum = bsum + (j*r - mmj)*a0(j)*b0(mmj)
19 END DO
20 b0(m) = r*a0(m) + bsum/m
21 END DO
22 c(i) = b0(i)/(i + 1.0e0_dp)
23 d(i) = -(dsum + c(i))
24 END DO
25 t0 = d(n)*w*j0
26 sum = sum + (t0 + t1)
27 END DO
28 fn_val = e0*t*u*sum
29 END FUNCTION basym
30 END MODULE beta_gamma_psi