首页 > 编程知识 正文

灰色关联度模型的matlab程序,灰色关联度分析解法及详细例题解答

时间:2023-05-04 19:37:09 阅读:232913 作者:4067

五种灰色关联度分析matlab代码

灰色邓氏关联度分析% P12 -- The Study on the Grey Relational Degree and Its Application function r1 = gld_deng(x)s = size(x);len = s(2);num = s(1);ro = 0.5;for i = 1: numx(i,:) = x(i,:)./x(i,1);enddx(num,len) = 0;for i = 2 : numfor k = 1 : lendx(i,k) = abs(x(1,k) - x(i,k));endendmax_dx = max(max(dx));min_dx = min(min(dx));r(1,1:len-1) = 1;for i = 2 : numfor k = 1 : lenr(i,k) = (min_dx + ro*max_dx)/(dx(i,k) + ro*max_dx);endendr1 = sum(r(2:num,:),2)/(len);改进灰色绝对关联度分析% P11 -- The Study on the Grey Relational Degree and Its Application function r1 = gld_gjjd(x)s = size(x);len = s(2);num = s(1);for i = 1: numx(i,:) = x(i,:)./x(i,1);enddx(num,len-1) = 0;for i = 1 : numfor j = 1 : len - 1dx(i,j) = x(i,j+1) - x(i,j);endendc = 1;beta(1,1:len-1) = 0;w(1,1:len-1) = 0;for i = 2 : numtemp = sum(abs(x(i,:) - x(1,:)),2);for k = 1 : len - 1beta(i,k) = atan((dx(i,k) - dx(1,k))/(1 + dx(i,k)*dx(1,k)));if beta(i,k) < 0beta(i,k) = pi + beta(i,k);endw(i,k) = 1 - abs(x(i,k) - x(1,k))/temp;endendr = c./(c + tan(beta./2));wr = w.*r;r1 = sum(wr(2:num,:),2)/(len - 1);灰色绝对关联度分析% P18 -- The Study on the Grey Relational Degree and Its Application function r1 = gld_jd(x)s = size(x);len = s(2);num = s(1);for i = 1: numx(i,:) = x(i,:)./x(i,1);enddx(num,len-1) = 0;for i = 1 : numfor j = 1 : len - 1dx(i,j) = x(i,j+1) - x(i,j);endendr(1,1:len-1) = 1;for i = 2 : numfor k = 1 : len - 1r(i,k) = 1/(1 + abs(dx(1,k) - dx(i,k)));endendr1 = sum(r(2:num,:),2)/(len - 1);灰色 T 型关联度分析% P19 -- The Study on the Grey Relational Degree and Its Application function r1 = gld_t(x)s = size(x);len = s(2);num = s(1);dx(num,len-1) = 0;for i = 1 : numfor j = 1 : len - 1dx(i,j) = abs(x(i,j+1) - x(i,j));endd_x = sum(dx(i,:),2)/(len - 1);x(i,:) = x(i,:)./d_x;enddx(num,len-1) = 0;for i = 1 : numfor j = 1 : len - 1dx(i,j) = x(i,j+1) - x(i,j);endendr(1,1:len-1) = 1;for i = 2 : numfor k = 1 : len - 1if dx(1,k)*dx(i,k) == 0r(i,k) = sign(dx(1,k)*dx(i,k));elser(i,k) = sign(dx(1,k)*dx(i,k))*min(abs(dx(1,k)),abs(dx(i,k))) / max(abs(dx(1,k)),abs(dx(i,k)));endendendr1 = sum(r(2:num,:),2)/(len - 1);灰色斜率关联度分析% P20 -- The Study on the Grey Relational Degree and Its Application function r1 = gld_xl(x)s = size(x);len = s(2);num = s(1);for i = 1: numx(i,:) = x(i,:)./x(i,1);enddx(num,len-1) = 0;for i = 1 : numfor j = 1 : len - 1dx(i,j) = x(i,j+1) - x(i,j);endendr(1,1:len-1) = 1;for i = 2 : numfor k = 1 : len - 1r(i,k) = 1/(1 + abs(dx(1,k)/x(1,k+1) - dx(i,k)/x(i,k+1)));endendr1 = sum(r(2:num,:),2)/(len - 1);

版权声明:该文观点仅代表作者本人。处理文章:请发送邮件至 三1五14八八95#扣扣.com 举报,一经查实,本站将立刻删除。