I have an assignment to generate the following lists using only basic python functions (no numpy). Here is all of my code:
#1.Create a list which contains i^2 with i = 1 through 5
squares = [pow(i,2) for i in range(1,6)]
#print squares
#2. Create a list which contains log[j] with j = 1 through 5
logs = map(math.log10,range(1,6))
#print logs
#3. Create a list which contains [i_1*j_1, i_2*j_2, i_3,j_3...]
def mult(x,y): return x*y
lmultl = map(mult,squares,logs)
#print lmultl
#4 Create a list which contains [[i_1*j_1, i_1*j_2, i_1*j_3...][i_2*j_1, i_2*j_2, i_2*j_3...]etc]
logslol = [[logs]*5] #Returns a list of lists with 5 copies of list "logs"
def lrep(x): return [x,x,x,x,x] #Returns a list w/ 5 copies of each integer
squareslol= map(lrep,squares) #Returns list of lists "for squares"
print map(mult,logslol,squareslol) #Attempt 1 to create goal list
print [logslol*item for item in squareslol] #Attempt 2 to create goal list
My Question is for the final print statements in list #4: I am getting a TypeError: "can't multiply sequence by non-int of type 'list'" for both methods. Is there a more efficient way to multiply each element in two "list of lists"?
Try this approach:
results = []
for i,j in zip(squares,logs)
x = i*j
results.append(x)
import math
squares = [pow(i,2) for i in range(1,6)]
logs = map(math.log10,range(1,6))
mult = lambda x,y: x*y
lmultl = map(mult,squares,logs)
I assume for you elements in squares
are i_1, i_2, i_3... and elements in logs
are j_1, j_2, j_3...
And you want to create a list multiplying each element of squares
with each element of logs
which contains [[i_1*j_1, i_1*j_2, i_1*j_3...] [i_2*j_1, i_2*j_2, i_2*j_3...] etc], then use the below code :-
sqr_mul_log = [[m*n for m in logs ] for n in squares]
For the reverse sequence ie multiplying each element of logs
with each element of squares
which contains [[j_1*i_1, j_1*i_2, j_1*i_3...] [j_2*i_1, j_2*i_2, j_2*i_3...] etc], then use the below code :-
log_mul_sqr = [[m*n for m in squares] for n in logs]
Also, this will remove the overhead of creating squareslol
and logslol
that you are creating at #4
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