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native,cgo: add error checking to Dlaswp and update docs
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@@ -28,8 +28,10 @@ const (
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badHowMany = "lapack: bad HowMany"
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badIlo = "lapack: ilo out of range"
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badIhi = "lapack: ihi out of range"
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badIpiv = "lapack: insufficient permutation length"
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badIpiv = "lapack: bad permutation length"
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badJob = "lapack: bad Job"
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badK1 = "lapack: k1 out of range"
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badK2 = "lapack: k2 out of range"
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badKperm = "lapack: incorrect permutation length"
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badLdA = "lapack: index of a out of range"
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badNorm = "lapack: bad norm"
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@@ -511,12 +513,31 @@ func (impl Implementation) Dlasrt(s lapack.Sort, n int, d []float64) {
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lapacke.Dlasrt(byte(s), n, d[:n])
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}
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// Dlaswp swaps the rows k1 to k2 of a according to the indices in ipiv.
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// a is a matrix with n columns and stride lda. incX is the increment for ipiv.
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// k1 and k2 are zero-indexed. If incX is negative, then loops from k2 to k1
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// Dlaswp swaps the rows k1 to k2 of a rectangular matrix A according to the
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// indices in ipiv so that row k is swapped with ipiv[k].
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//
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// n is the number of columns of A and incX is the increment for ipiv. If incX
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// is 1, the swaps are applied from k1 to k2. If incX is -1, the swaps are
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// applied in reverse order from k2 to k1. For other values of incX Dlaswp will
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// panic. ipiv must have length k2+1, otherwise Dlaswp will panic.
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//
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// The indices k1, k2, and the elements of ipiv are zero-based.
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//
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// Dlaswp is an internal routine. It is exported for testing purposes.
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func (impl Implementation) Dlaswp(n int, a []float64, lda, k1, k2 int, ipiv []int, incX int) {
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switch {
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case n < 0:
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panic(nLT0)
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case k2 < 0:
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panic(badK2)
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case k1 < 0 || k2 < k1:
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panic(badK1)
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case len(ipiv) != k2+1:
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panic(badIpiv)
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case incX != 1 && incX != -1:
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panic(absIncNotOne)
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}
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ipiv32 := make([]int32, len(ipiv))
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for i, v := range ipiv {
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ipiv32[i] = int32(v + 1)
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@@ -6,15 +6,34 @@ package native
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import "github.com/gonum/blas/blas64"
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// Dlaswp swaps the rows k1 to k2 of a according to the indices in ipiv.
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// a is a matrix with n columns and stride lda. incX is the increment for ipiv.
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// k1 and k2 are zero-indexed. If incX is negative, then loops from k2 to k1
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// Dlaswp swaps the rows k1 to k2 of a rectangular matrix A according to the
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// indices in ipiv so that row k is swapped with ipiv[k].
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//
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// n is the number of columns of A and incX is the increment for ipiv. If incX
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// is 1, the swaps are applied from k1 to k2. If incX is -1, the swaps are
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// applied in reverse order from k2 to k1. For other values of incX Dlaswp will
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// panic. ipiv must have length k2+1, otherwise Dlaswp will panic.
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//
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// The indices k1, k2, and the elements of ipiv are zero-based.
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//
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// Dlaswp is an internal routine. It is exported for testing purposes.
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func (impl Implementation) Dlaswp(n int, a []float64, lda, k1, k2 int, ipiv []int, incX int) {
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if incX != 1 && incX != -1 {
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func (impl Implementation) Dlaswp(n int, a []float64, lda int, k1, k2 int, ipiv []int, incX int) {
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switch {
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case n < 0:
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panic(nLT0)
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case k2 < 0:
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panic(badK2)
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case k1 < 0 || k2 < k1:
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panic(badK1)
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case len(ipiv) != k2+1:
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panic(badIpiv)
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case incX != 1 && incX != -1:
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panic(absIncNotOne)
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}
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if n == 0 {
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return
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}
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bi := blas64.Implementation()
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if incX == 1 {
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for k := k1; k <= k2; k++ {
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@@ -32,8 +32,10 @@ const (
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badHowMany = "lapack: bad HowMany"
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badIlo = "lapack: ilo out of range"
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badIhi = "lapack: ihi out of range"
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badIpiv = "lapack: insufficient permutation length"
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badIpiv = "lapack: bad permutation length"
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badJob = "lapack: bad Job"
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badK1 = "lapack: k1 out of range"
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badK2 = "lapack: k2 out of range"
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badKperm = "lapack: incorrect permutation length"
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badLdA = "lapack: index of a out of range"
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badNorm = "lapack: bad norm"
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