qpq_t ointer mixing for _mul and _div, fix last merge.
Former-commit-id: 4c7a5de21c8c783ae4af4781b77f8b0d3babd6e3
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@ -93,13 +93,14 @@ void qpq_canonicalise(qpq_t *p) {
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}
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void qpq_set(qpq_t *p, const qpq_t *orig) {
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const int order = orig->order, offset = orig->offset;
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qpq_extend(p, order - offset + 1);
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for (int i = orig->offset; i <= order; ++i)
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mpq_set(p->coeffs[i - offset], orig->coeffs[i - offset]);
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p->offset = offset;
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p->order = order;
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return;
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if(p != orig) {
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const int order = orig->order, offset = orig->offset;
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qpq_extend(p, order - offset + 1);
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for (int i = orig->offset; i <= order; ++i)
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mpq_set(p->coeffs[i - offset], orig->coeffs[i - offset]);
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p->offset = offset;
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p->order = order;
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}
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}
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void qpq_set_elem(qpq_t *p, const int exponent, const mpq_t coeff) {
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@ -240,11 +241,12 @@ void qpq_sub(qpq_t *dif, const qpq_t *x, const qpq_t *y) {
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dif->order = maxorder;
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}
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void qpq_mul(qpq_t *p, const qpq_t *x, const qpq_t *y) {
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void qpq_mul(qpq_t *p_orig, const qpq_t *x, const qpq_t *y) {
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const int maxorder = x->order + y->order;
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const int minoffset = x->offset + y->offset;
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// Easiest way to set p to a zero polynomial...
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qpq_clear(p);
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qpq_t p[1];
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qpq_init(p, maxorder - minoffset + 1);
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mpq_t tmp; mpq_init(tmp);
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for (int xi = x->offset; xi <= x->order; ++xi)
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@ -252,12 +254,18 @@ void qpq_mul(qpq_t *p, const qpq_t *x, const qpq_t *y) {
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mpq_mul(tmp, x->coeffs[xi - x->offset], y->coeffs[yi - y->offset]);
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mpq_add(p->coeffs[xi + yi - minoffset], p->coeffs[xi + yi - minoffset], tmp);
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}
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mpq_clear(tmp);
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p->order = maxorder;
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p->offset = minoffset;
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mpq_clear(tmp);
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qpq_set(p_orig, p);
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qpq_clear(p);
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}
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void qpq_div(qpq_t *q, qpq_t *r, const qpq_t *dend, const qpq_t *dor) {
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void qpq_div(qpq_t *q_orig, qpq_t *r_orig, const qpq_t *dend, const qpq_t *dor) {
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QPMS_ENSURE(q_orig != r_orig,
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"Quotient and remainder must be _different_ instances of qpq_t.");
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// Split the divisor into "head" and "tail"
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qpq_t dor_tail[1]; qpq_init(dor_tail, dor->order - dor->offset); // divisor tail
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qpq_set(dor_tail, dor);
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@ -269,17 +277,14 @@ void qpq_div(qpq_t *q, qpq_t *r, const qpq_t *dend, const qpq_t *dor) {
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mpq_set(dor_head, dor_tail->coeffs[dor_order - dor_tail->offset]);
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dor_tail->order--;
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qpq_zero(q);
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qpq_extend(q, dend->order - dor_order + 1);
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qpq_t q[1]; qpq_init(q, dend->order - dor_order + 1);
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q->order = dend->order - dor_order;
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q->offset = 0;
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// Assign the dividend to r but with extended capacity (with zero offset)
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qpq_extend(r, dend->order + 1);
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qpq_t r[1]; qpq_init(r, dend->order + 1);
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r->offset = 0;
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r->order = dend->order;
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for (int n = 0; n < dend->offset; ++n)
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mpq_set_si(r->coeffs[n], 0, 1);
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for (int n = dend->offset; n <= dend->order; ++n)
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mpq_set(r->coeffs[n], dend->coeffs[n - dend->offset]);
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@ -304,6 +309,9 @@ void qpq_div(qpq_t *q, qpq_t *r, const qpq_t *dend, const qpq_t *dor) {
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qpq_canonicalise(r);
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qpq_canonicalise(q);
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qpq_set(q_orig, q);
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qpq_set(r_orig, r);
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qpq_clear(r); qpq_clear(f);
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}
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@ -328,7 +336,7 @@ void qpq_deriv(qpq_t *dp, const qpq_t *p) {
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void qpq_legendroid_init(qpq_legendroid_t *p) {
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qpq_init(&p->p);
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qpq_init(&p->p, 0);
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p->f = 0;
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}
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@ -342,11 +350,10 @@ void qpq_legendroid_mul(qpq_legendroid_t *p, const qpq_legendroid_t *a, const qp
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if (a->f && b->f) {
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// TODO make somehow a static representation of this constant polynomial
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qpq_t ff;
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qpq_init(&ff);
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qpq_extend(&ff, 3);
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qpq_init(&ff, 3);
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qpq_set_elem_si(&ff, 0, -1, 1);
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qpq_set_elem_si(&ff, 2, 1, 1);
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qpq_mul(p, &ff);
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qpq_mul(&p->p, &p->p, &ff);
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qpq_clear(&ff);
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}
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p->f = !(a->f) != !(b->f);
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@ -57,11 +57,11 @@ void qpq_add(qpq_t *sum, const qpq_t *addend1, const qpq_t *addend2);
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void qpq_sub(qpq_t *difference, const qpq_t *minuend, const qpq_t *substrahend);
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/// Polynomial multiplication.
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/** Does not support operand and result pointer mixing. */
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/** Supports operand and result pointer mixing. */
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void qpq_mul(qpq_t *product, const qpq_t *multiplier, const qpq_t *multiplicand);
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/// Polynomial division with remainder.
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/** Does not support operand and result pointer mixing. */
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/** Supports operand and result pointer mixing. */
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void qpq_div(qpq_t *quotient, qpq_t *remainder, const qpq_t *dividend, const qpq_t *divisor);
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/// Polynomial derivative.
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