public playerList: string = 'playerList';
ngOnInit() {
this.subscription.add(this.dragulaService.drop(this.playerList)
.subscribe(({ el, target }) => {
if (target.className.indexOf('substitute') > -1) {
this.removeClass(target, 'ex-over');
}
})
);
this.subscription.add(this.dragulaService.over(this.playerList)
.subscribe(({ el, container }) => {
if (container.className.indexOf('substitute') > -1) {
this.addClass(container, 'ex-over');
container.innerHTML = '';
}
})
);
this.subscription.add(this.dragulaService.out(this.playerList)
.subscribe(({ el, container }) => {
this.removeClass(container, 'ex-over');
})
);
}
输出1
function m=gaussian(med, var, n)
if ( mod(n, 2)==0 )
n=n+1;
end;
med=double(med);
var=double(var);
med = min (max(-(n+1)/2, med), (n+1)/2);
m=zeros(1,n);
k1=(1/(2*pi*var)^0.5);
k2=-0.5.*((med-(1:n)).^2)./var;
m(1,1:n)=k1.*exp(k2);
Output2
>> gaussian([101 2 ; 3 4], [4 301 ; 2 1], [2 2])
error: gaussian: operator /: nonconformant arguments (op1 is 1x1, op2 is 2x2)
error: called from
gaussian at line 13 column 5
>>
答案 0 :(得分:2)
我不确定您想要的结果是什么,但是由于您正在使用[1x1]
矩阵对标量([2x2]
维度)进行matrix division运算,所以会出现错误。请注意,您正在执行矩阵除法(/
运算符),而不是逐个元素除法(./
运算符)。
octave:1> function m=gaussian(med, var, n)
> if ( mod(n, 2)==0 )
> n=n+1;
> end;
>
> med=double(med);
> var=double(var);
>
> med = min (max(-(n+1)/2, med), (n+1)/2);
>
> m=zeros(1,n);
>
> k1=(1/(2*pi*var)^0.5);
> k2=-0.5.*((med-(1:n)).^2)./var;
>
> m(1,1:n)=k1.*exp(k2);
> endfunction
octave:2> debug_on_error (1)
octave:3> gaussian ([101 2 ; 3 4], [4 301 ; 2 1], 2)
error: gaussian: operator /: nonconformant arguments (op1 is 1x1, op2 is 2x2)
error: called from
gaussian at line 13 column 5
stopped in gaussian at line 13
13: k1=(1/(2*pi*var)^0.5);
debug> (2*pi*var)
ans =
25.1327 1891.2388
12.5664 6.2832
debug> 1/(2*pi*var) # matrix division
error: gaussian: operator /: nonconformant arguments (op1 is 1x1, op2 is 2x2)
error: called from
gaussian at line 13 column 5
debug> 1./(2*pi*var) # your element by element division works
ans =
0.03978874 0.00052875
0.07957747 0.15915494
但是,这不是唯一的问题,因为以下行的减号运算符也存在类似的问题:
error: gaussian: operator -: nonconformant arguments (op1 is 2x2, op2 is 1x3)
error: called from
gaussian at line 14 column 5
stopped in gaussian at line 14
14: k2=-0.5.*((med-(1:n)).^2)./var;
或者,函数可能不正确,并且由于错误地调用了函数而出现了这些错误。