2024-05-22 08:46:14 +02:00

122 lines
3.4 KiB
JavaScript

// Only use native node.js API's and references to ./lib here, this file is not transpiled!
import { create, all } from '../../../../../lib/esm/index.js'
import { approxDeepEqual } from '../../../../../tools/approx.js'
import { marketImport } from '../../../../../tools/matrixmarket.js'
const math = create(all)
describe('slu - matrix market', function () {
it('should decompose matrix, 48 x 48, natural ordering (order=0), full pivoting, matrix market', function (done) {
// import matrix
marketImport('tools/matrices/bcsstk01.mtx')
.then(function (m) {
// full pivoting
const r = math.slu(m, 0, 0.001)
// verify M[p,q]=L*U
approxDeepEqual(_permute(m, r.p, r.q).valueOf(), math.multiply(r.L, r.U).valueOf())
// indicate test has completed
done()
})
.catch(function (error) {
// indicate test has completed
done(error)
})
})
it('should decompose matrix, 48 x 48, amd(A+A\') (order=1), full pivoting, matrix market', function (done) {
// import matrix
marketImport('tools/matrices/bcsstk01.mtx')
.then(function (m) {
// full pivoting
const r = math.slu(m, 1, 0.001)
// verify M[p,q]=L*U
approxDeepEqual(_permute(m, r.p, r.q).valueOf(), math.multiply(r.L, r.U).valueOf())
// indicate test has completed
done()
})
.catch(function (error) {
// indicate test has completed
done(error)
})
})
it('should decompose matrix, 48 x 48, amd(A\'*A) (order=2), full pivoting, matrix market', function (done) {
// import matrix
marketImport('tools/matrices/bcsstk01.mtx')
.then(function (m) {
// full pivoting
const r = math.slu(m, 2, 0.001)
// verify M[p,q]=L*U
approxDeepEqual(_permute(m, r.p, r.q).valueOf(), math.multiply(r.L, r.U).valueOf())
// indicate test has completed
done()
})
.catch(function (error) {
// indicate test has completed
done(error)
})
})
it('should decompose matrix, 48 x 48, amd(A\'*A) (order=3), full pivoting, matrix market', function (done) {
// import matrix
marketImport('tools/matrices/bcsstk01.mtx')
.then(function (m) {
// full pivoting
const r = math.slu(m, 3, 0.001)
// verify M[p,q]=L*U
approxDeepEqual(_permute(m, r.p, r.q).valueOf(), math.multiply(r.L, r.U).valueOf())
// indicate test has completed
done()
})
.catch(function (error) {
// indicate test has completed
done(error)
})
})
/**
* C = A(p,q) where p is the row permutation vector and q the column permutation vector.
*/
function _permute (A, pinv, q) {
// matrix arrays
const values = A._values
const index = A._index
const ptr = A._ptr
const size = A._size
// columns
const n = size[1]
// c arrays
const cvalues = []
const cindex = []
const cptr = []
// loop columns
for (let k = 0; k < n; k++) {
cptr[k] = cindex.length
// column in C
const j = q ? (q[k]) : k
// values in column j
for (let t = ptr[j]; t < ptr[j + 1]; t++) {
cvalues.push(values[t])
cindex.push(pinv ? (pinv[index[t]]) : index[t])
}
}
cptr[n] = cindex.length
// return matrix
return new math.SparseMatrix({
values: cvalues,
index: cindex,
ptr: cptr,
size,
datatype: A._datatype
})
}
})