B(x(2*i-1))=B(x(2*i-1))+10*(0.5+(B(x(2*i))-B(x(2*i-1)))/650): B(x(2*i))=B(x(2*i))-10*(0.5+(B(x(2*i))-B(x(2*i-1)))/650); else y(i)=x(2*i); B(x(2*i-1))=B(x(2*i-1))-10*(0.5-(B(x(2*i))-B(x(2*i-1))/650): B(x(2*i))=B(x(2*i)+10*(0.5-(B(x(2*i))-B(x(2*i-1))/650); end end y z=[2]: for i=1:2 n=rand if(n<=A(y(2*i-1),y(2*i)) z(i)=y(2*i-1); B(y(2*i-1)=B(y(2*i-1)+10*(0.5+(B(y(2*i))-B(y(2*i-1))/650): B(y(2*i))=B(y(2*i)-10*(0.5+(B(y(2*i))-B(y(2*i-1))/650): else z(i)=y(2*i); B(y(2*i-1))=B(y(2*i-1))-10*(0.5-(B(y(2*i))-B(y(2*i-1))/650); B(y(2*i))=B(y(2*i))+10*(0.5-(B(y(2*i))-B(y(2*i-1))/650); end end w=[1]: for i=1:1 o=rand; if(o<=A(z(2*i-1),z(2*i)) w(i)=z(2*i-1); B(z(2*i-1)=B(z(2*i-1)+10*(0.5+(B(z(2*i))-B(z(2*i-1))/650): B(z(2*i)=B(z(2*i))-10*(0.5+(B(z(2*i))-B(z(2*i-1)))/650); else w(i)=z(2*i); B(z(2*i-1))=B(z(2*-1))-10*(0.5-(B(z(2*i))-B(z(2*i-1))/650): B(z(2*i)=B(z(2*i))+10*(0.5-(B(z(2*i))-B(z(2*i-1)))/650): end end end B ad=1; for app=1:8 if(B(app)>B(ad)) ad=app 9B ( x ( 2∗ i −1) ) =B ( x ( 2∗ i −1) ) + 1 0 ∗ ( 0 . 5 + (B ( x ( 2∗ i ) )−B ( x ( 2∗ i −1) ) ) / 6 5 0 ) ; B ( x ( 2∗ i ) ) =B ( x ( 2∗ i ) ) −1 0∗( 0. 5+ (B ( x ( 2∗ i ) )−B ( x ( 2∗ i −1) ) ) / 6 5 0 ) ; e l s e y ( i ) =x ( 2∗ i ) ; B ( x ( 2∗ i −1) ) =B ( x ( 2∗ i −1) ) −10∗(0.5 −(B ( x ( 2∗ i ) )−B ( x ( 2∗ i −1) ) ) / 6 5 0 ) ; B ( x ( 2∗ i ) ) =B ( x ( 2∗ i ) ) + 1 0∗( 0. 5 −(B ( x ( 2∗ i ) )−B ( x ( 2∗ i −1) ) ) / 6 5 0 ) ; end end y z = [ 2 ] ; f o r i = 1: 2 n=rand ; i f ( n<=A( y ( 2∗ i −1) , y ( 2∗ i ) ) ) z ( i ) =y ( 2∗ i −1) ; B ( y ( 2∗ i −1) ) =B ( y ( 2∗ i −1) ) + 1 0 ∗ ( 0 . 5 + (B ( y ( 2∗ i ) )−B ( y ( 2∗ i −1) ) ) / 6 5 0 ) ; B ( y ( 2∗ i ) ) =B ( y ( 2∗ i ) ) −1 0∗( 0. 5+ (B ( y ( 2∗ i ) )−B ( y ( 2∗ i −1) ) ) / 6 5 0 ) ; e l s e z ( i ) =y ( 2∗ i ) ; B ( y ( 2∗ i −1) ) =B ( y ( 2∗ i −1) ) −10∗(0.5 −(B ( y ( 2∗ i ) )−B ( y ( 2∗ i −1) ) ) / 6 5 0 ) ; B ( y ( 2∗ i ) ) =B ( y ( 2∗ i ) ) + 1 0∗( 0. 5 −(B ( y ( 2∗ i ) )−B ( y ( 2∗ i −1) ) ) / 6 5 0 ) ; end end z w= [ 1 ] ; f o r i = 1: 1 o=rand ; i f ( o<=A( z ( 2∗ i −1) , z ( 2∗ i ) ) ) w( i ) =z ( 2∗ i −1) ; B ( z ( 2∗ i −1) ) =B ( z ( 2∗ i −1) ) + 1 0 ∗ ( 0 . 5 + (B ( z ( 2∗ i ) )−B ( z ( 2∗ i −1) ) ) / 6 5 0 ) ; B ( z ( 2∗ i ) ) =B ( z ( 2∗ i ) ) −1 0∗( 0. 5+ (B ( z ( 2∗ i ) )−B ( z ( 2∗ i −1) ) ) / 6 5 0 ) ; e l s e w( i ) =z ( 2∗ i ) ; B ( z ( 2∗ i −1) ) =B ( z ( 2∗ i −1) ) −10∗(0.5 −(B ( z ( 2∗ i ) )−B ( z ( 2∗ i −1) ) ) / 6 5 0 ) ; B ( z ( 2∗ i ) ) =B ( z ( 2∗ i ) ) + 1 0∗( 0. 5 −(B ( z ( 2∗ i ) )−B ( z ( 2∗ i −1) ) ) / 6 5 0 ) ; end end w end B ad = 1; f o r app = 1: 8 i f (B ( app )>B ( ad ) ) ad=app 9