How to rewrite the following functions using only numpy array operations (universal functions, aggregations, boolean indexing) without using loops
def mean_squared_error (v , p ):
n = len ( v [0])
result = 0
for i in range ( n ):
result += ( v [0][ i ] - p [0])**2 + ( v [1][ i ] - p [1])**2
result = result / n
return result
I tried doing it like this but nothing printed out
def mean_squared_error2 (v, p ):
v=np.array(v)
n = v.shape[1]
result = np.sum((v[0,:]- p[0])**2 + (v[1,:] - p[1])**2)
print(result)
return result/n
How to rewrite the following functions using only numpy array operations (universal functions, aggregations, boolean indexing)...
3 Compute Euclidean distance using Numpy Arrays • The Euclidean distance d is given by the following equation: N d(a,b) = (a - b)2 Complete the following Euclidean distance function with two parameters of Numpy arrays • Hint: you may use np.sqrt and np.sum to compute the two Numpy arrays [73]: def euclidean_distance(a,b): return 0 Test your Euclidean distance function using two Numpy arrays [74]: A = np.array(range(100)) B - np array(range(1, 101)) print (euclidean_distance (A,B)) 0 [ ]:
I'm being asked to compute the probablity density at
(0,0) using the above KDE function. i finished the previous related
part. Not entirely sure of the syntax needed to enter the equation
using NumPy.
Code for previous related part for reference:
Exercise 3 Based on the KDE function: Compute the probablity density at [e,e], i.e., f((0, 0)). This should return a scalar value. (2 points) : def compute (data, h): ##CODE HERE## return x i We turn our attention to...
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Rewrite the following loops without using the enhanced for loop construct. Here, values is an array of floating-point numbers. a. for (double x : values) { total = total + x; } b. for (double x : values) { if (x == target) { return true; } } c. int i = 0; for (double x : values) { values[i] = 2 * x; i++; }
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# Problem 3
def printexp(tree):
sVal = ""
if tree:
sVal = '(' + printexp(tree.getLeftChild())
sVal = sVal + str(tree.getRootVal())
sVal = sVal + printexp(tree.getRightChild())+')'
return sVal
#### Functions and classes to help with Homework 6
#### You should not make any changes to the functions and
classes in this file,
#### but you should understand what they do and how they work.
import sys
### This function will be re-defined in hw6.py. However, it is
needed for ExpTree,
###...
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first write down a recurrence and then solve it using the recursion
tree method. That means you should write down the first few levels
of the recursion tree, specify the pattern, and then solve. (a) def
fun(n) { if (n > 1) { print( ‘hi’ ‘hi’ ‘hi’ ) fun(n/4) fun(n/4)
fun(n/4) }}
(b) def fun(n) {...
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