最小二乘法求色彩还原矩阵
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int calc_ccm(double *r, double *g, double *b, double *R, double *G, double *B, int num, double *ccm){ double sum_rr=0, sum_gg=0, sum_bb=0, sum_rg=0, sum_gb=0, sum_rb=0; double sum_rR=0, sum_gR=0, sum_bR=0, sum_rG=0, sum_gG=0, sum_bG=0, sum_rB=0, sum_gB=0, sum_bB=0; int i, j; for (i=0; i<num; i++) { sum_rr += r[i]*r[i]; sum_gg += g[i]*g[i]; sum_bb += b[i]*b[i]; sum_rg += r[i]*g[i]; sum_gb += g[i]*b[i]; sum_rb += r[i]*b[i]; sum_rR += r[i]*R[i]; sum_gR += g[i]*R[i]; sum_bR += b[i]*R[i]; sum_rG += r[i]*G[i]; sum_gG += g[i]*G[i]; sum_bG += b[i]*G[i]; sum_rB += r[i]*B[i]; sum_gB += g[i]*B[i]; sum_bB += b[i]*B[i]; } double sum_r2b2_rb2 = sum_rr*sum_bb - sum_rb*sum_rb; double sum_r2g2_rg2 = sum_rr*sum_gg - sum_rg*sum_rg; double sum_g2b2_gb2 = sum_gg*sum_bb - sum_gb*sum_gb; double sum_rgrb_r2gb = sum_rg*sum_rb - sum_rr*sum_gb; double sum_rggb_g2rb = sum_rg*sum_gb - sum_gg*sum_rb; double sum_gbrb_b2rg = sum_gb*sum_rb - sum_bb*sum_rg; double q = sum_rr*sum_gg*sum_bb - sum_rr*sum_gb*sum_gb - sum_gg*sum_rb*sum_rb - sum_bb*sum_rg*sum_rg + 2*sum_rg*sum_rb*sum_gb; ccm[0] = (sum_g2b2_gb2*sum_rR + sum_gbrb_b2rg*sum_gR + sum_rggb_g2rb*sum_bR)/q; ccm[1] = (sum_gbrb_b2rg*sum_rR + sum_r2b2_rb2*sum_gR + sum_rgrb_r2gb*sum_bR)/q; ccm[2] = (sum_rggb_g2rb*sum_rR + sum_rgrb_r2gb*sum_gR + sum_r2g2_rg2*sum_bR)/q; ccm[3] = (sum_g2b2_gb2*sum_rG + sum_gbrb_b2rg*sum_gG + sum_rggb_g2rb*sum_bG)/q; ccm[4] = (sum_gbrb_b2rg*sum_rG + sum_r2b2_rb2*sum_gG + sum_rgrb_r2gb*sum_bG)/q; ccm[5] = (sum_rggb_g2rb*sum_rG + sum_rgrb_r2gb*sum_gG + sum_r2g2_rg2*sum_bG)/q; ccm[6] = (sum_g2b2_gb2*sum_rB + sum_gbrb_b2rg*sum_gB + sum_rggb_g2rb*sum_bB)/q; ccm[7] = (sum_gbrb_b2rg*sum_rB + sum_r2b2_rb2*sum_gB + sum_rgrb_r2gb*sum_bB)/q; ccm[8] = (sum_rggb_g2rb*sum_rB + sum_rgrb_r2gb*sum_gB + sum_r2g2_rg2*sum_bB)/q; //normalize for (i=0; i<3; i++) { double scale = 0; for (j=0; j<3; j++) { scale += ccm[i*3+j]; } for (j=0; j<3; j++) { ccm[i*3+j] /= scale; } } return 0;}
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