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資源簡介

fisher的matlab實現,可以實現分類和最佳投影平面的顯示,并且帶有測試代碼,可以隨機在生成的坐標圖上點十個點,程序會自動為點著上相應的顏色,比較直觀

資源截圖

代碼片段和文件信息

%本m文件實現fisher算法,并對兩個二維正態分布隨機序列
%進行訓練,進而可在屏幕上任意取點,程序可直接顯示點屬
%于第一類還是第二類并著上相應的顏色
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%

%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%分別產生x軸和y軸都為正態分布的隨機序列
%假設x軸和y軸序列相互獨立,可產生二維正態分布隨機序列
%w1、w2分別用來保存兩個訓練集的橫坐標和縱坐標
%用normrnd函數產生正態分布函數
%?%normrnd(meanomega[rowcolumn])
%mean:均值;omega:標準差
%row:產生隨機序列的行數;column:產生隨機序列的列數
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
?X1?=?normrnd(4010[2001]);%產生正態分布函數
?Y1?=?normrnd(4010[2001]);?
?w1=[X1?Y1];
?X2?=?normrnd(5?10[1001]);
?Y2?=?normrnd(0?10[1001]);
?w2=[X2?Y2];
?
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%以下部分為fisher算法的實現
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%計算樣本均值
m1=mean(w1)‘;
m2=mean(w2)‘;
%s1、s2分別代表表示第一類、第二類樣本的類內離散度矩陣
s1=zeros(2);
[row1colum1]=size(w1);
for?i=1:row1
?????s1?=?s1?+?(w1(i:)‘-m1)*(w1(i:)‘-m1)‘;
end;
s2=zeros(2);
[row2colum

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