Can the expression be simplified as "Total[funca[a,#]] & /@ {x,y}"? What does the double of "& /@" mean? Where can I find some reference?
Updated
According to Mr.Wizard's answer, I now know the result. But I still can not understand the combination use of #&/@.
For example, the result from Out[1] to Out[6] looks so weird to me. Who can help to explain that?
x = {q, r, s};
y = {t, u, v};
In[1]:= Total[funca[a, #]] & /@ {x, y}
Out[1]:= {{a + q, a + r, a + s}, {a + t, a + u, a + v}}
In[2]:= Total[funca[a, #] & /@ #] & /@ {x, y}
Out[2]:= {funca[a, q] + funca[a, r] + funca[a, s], funca[a, t] + funca[a, u] + funca[a, v]}
In[3]:= Total[funca[a, #] & /@ # & /@ #] & /@ {x, y}
Out[3]:= {q + r + s, t + u + v}
In[4]:= Total[{a, #}] & /@ {x, y}
Out[4]:= {{a + q, a + r, a + s}, {a + t, a + u, a + v}}
In[5]:= Total[{a, #} & /@ #] & /@ {x, y}
Out[5]:= {{3 a, q + r + s}, {3 a, t + u + v}}
In[6]:= Total[{a, #} & /@ # & /@ #] & /@ {x, y}
Out[6]:= {q + r + s, t + u + v}
Map(of which/@is the short form) in my own words. – Mr.Wizard Nov 06 '14 at 07:23