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    Searching in NumPy Arrays
    Find Indices & Values Easily


    Searching in NumPy Arrays

    One of the most practical skills when working with NumPy is the ability to search through arrays. Whether you're locating values, identifying conditions, or tracking down positions for sorted insertion, NumPy offers powerful functions that make searching intuitive and lightning-fast.

    Why Search in Arrays?

    When you're working with large datasets or numerical matrices, you often need to:

    • Find elements that meet a condition
    • Get the index of a specific value
    • Locate where a value should be inserted in a sorted array
    • Identify maximum or minimum values along an axis

    Let's break down each of these use cases with examples and outputs.

    1. np.where() — Find Indices Based on a Condition

    np.where() returns the indices of elements that satisfy a given condition.

    import numpy as np
    
    arr = np.array([5, 8, 10, 3, 8, 6])
    indices = np.where(arr == 8)
    print("Indices where value is 8:", indices)
    Indices where value is 8: (array([1, 4]),)

    Explanation:

    We asked NumPy to find all locations where the value is exactly 8. It returned a tuple with an array containing positions 1 and 4. These are the indices where arr has the value 8.

    2. np.searchsorted() — Insertion Index in Sorted Arrays

    np.searchsorted() is used when you want to insert a value into a sorted array and need to find its correct position.

    arr = np.array([10, 20, 30, 40, 50])
    index = np.searchsorted(arr, 35)
    print("Insert 35 at index:", index)
    Insert 35 at index: 3

    Explanation:

    This tells us that to maintain the sorted order, 35 should be inserted at index 3 (between 30 and 40). This is particularly useful when building sorted arrays on the fly.

    3. np.argmax() and np.argmin() — Index of Max/Min

    Use these functions to find where the max or min value occurs in the array.

    arr = np.array([11, 44, 25, 66, 18])
    max_index = np.argmax(arr)
    min_index = np.argmin(arr)
    
    print("Max value index:", max_index)
    print("Min value index:", min_index)
    Max value index: 3
    Min value index: 0

    Explanation:

    66 is the highest value and occurs at index 3. 11 is the lowest, at index 0. This is useful when you want to know not just what the max/min values are, but also where they occur.

    4. np.nonzero() — Indices of Non-Zero Elements

    This is great when working with sparse arrays or masks where you're only interested in non-zero values.

    arr = np.array([0, 7, 0, 5, 0, 9])
    indices = np.nonzero(arr)
    print("Non-zero indices:", indices)
    Non-zero indices: (array([1, 3, 5]),)

    Explanation:

    Only indices 1, 3, and 5 have non-zero values, so that’s what NumPy returns.

    5. Boolean Search with Conditions

    Sometimes you want to filter values directly, rather than their indices. Combine Boolean masking with where or simply use it inline.

    arr = np.array([1, 2, 3, 4, 5, 6])
    greater_than_three = arr[arr > 3]
    print("Values > 3:", greater_than_three)
    Values > 3: [4 5 6]

    Explanation:

    This filters the array and returns only the elements that meet the condition, in this case values greater than 3.

    Best Practices and Checks

    • Ensure the array is sorted before using searchsorted().
    • Use .flatten() if you're dealing with multi-dimensional arrays and want 1D output.
    • Always validate the output type — most search methods return a tuple of arrays or plain integers.
    • Prefer Boolean indexing when you want to extract values rather than their indices.

    Wrapping Up

    Searching in NumPy isn't just fast — it’s flexible. Whether you need to filter, locate, or insert values, NumPy gives you the tools to do it all in one line of code. From cleaning data to optimizing performance, search operations form the backbone of many real-world numerical workflows.

    Once you're comfortable with searching, you'll find it easier to build recommendation systems, conduct analytics, or manipulate large-scale datasets efficiently.



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