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)*(X(i,:)-M(j,:))\';
d3(j,1) = (X(i,:)-M(j,:))*inv(reshape(S(:,:,j),2,2))*(X(i,:)-M(j,:))\';
end
[min1v, min1i] = min(d1);
if (min1i~=k) Etrain(1,1) = Etrain(1,1)+1;
end
[min2v, min2i] = min(d2);
if (min2i~=k) Etrain(2,1) = Etrain(2,1)+1;
end
[min3v, min3i] = min(d3);
if (min3i~=k) Etrain(3,1) = Etr
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1. 항생물질이란?
- 미생물을 죽이거나 성장을 억제시키는 물질
대부분의 질병의 원인은 미생물이기 때문.
2. 항생물질의 종류
1) 천연 항생물질
A. 생합성 페니실린(프로폴리스)
꿀벌이 수지, 밀랍, 꽃가루, 분비물을
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hw1~9.zip
3.61mb
------------------------------------------------------
hw-01 : HomeWork1.jpg
hw-02 : mycount.scm, myfind.scm, mylength.scm, mysum.scm, mytrans.scm
hw-03 : p_1.jpg, p_2.jpg
hw-04 : datatype.scm, test.scm
hw-05 : parse.scm, test.scm
hw-06 :
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DS_HW1.doc
Data Structures HW#1
Consider the following (“Fibonatorial”) recursive function:
S(0) = 0
For n>0,
S(n) = S(n-1) + n if n is odd
S(n-1) * n if n is even
Find S(42)
This Problem can solve with recursive algorit
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0 and p=0.5\'); xlabel(\'N\'); ylabel(\'P(X=k)\');
n = 100; % Problem 2.(b)
p = 0.5;
k = 0:n;
y = binopdf(k, n, p);
subplot(2, 2, 2);
stem(k, y);
hold on
title(\'Plot the PMF with N=100 and p=0.5\'); xlabel(\'N\'); ylabel(\'P(X=k)\');
n = 10; % Problem 2.(c)
p = 0.3;
k = 0:n;
y = binopdf(k, n, p);
s
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