Indexing and slicing in numpy
Indexing and slicing in numpy:
Indexing and slicing in numpy is similar to indexing and slicing in lists.
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Here challenges come when the array is two dimensional, Let us see indexing in two dimensional array.
There are two ways to access an element from 2D array.
– array_1[2][3]
– array_1[2,3]
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Second method should be preferred as it is easier.
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To access this matrix from the bigger matrix
array_1[:2,1:3]
: 2 This means selecting rows from beginning to 2nd row
1:3 This means selecting column from 1st to 3rd index positions.
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Conditional Selection:
In python when we compare two integers in return we get Boolean expression, But in array we don’t have single element in it to get Boolean expression.
Array_1 = np.arange(1 ,20,3 )
Array_1 > 5 # what do we get in return let us check
All the elements of the array get compared with the scalar value and we get another array of Boolean expressions.
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When we pass the conditional statement in a array, then we get an array of the elements , which satisfies the confition. This is Conditional Selection.
Operations with arrays:
- Array addition with array: We can add two arrays by placing + sign between two arrays, A condition is that the two array should have same shapes. Then the elements with same positions will be added.
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- Array Multiplication:
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- Array division:
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- Array addition with scalar : In this operation each element of the array is added to the scalar element.
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- Array Multiplication with scalar:
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- Array division with scalar:
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Universal array functions:
- np.sqrt ( array_name ) : This function gives the square root value of all the elements of the array passed in the function.
- np.sin(array_name) : This function gives the sine of the elements.
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There are such many number of universal function that are available.
Over all at the end of numpy tutorial we can say that , In these tutorials many manipulations were similar to Matlab, with this we can say that Numpy has a potential to replace matlab in mathematical and logical operations.