NumPy InvalidArgumentError – TypeError: ‘numpy.float64’ object cannot be interpreted as an integer

Updated: January 23, 2024 By: Guest Contributor Post a comment

Understanding the Error

One of the common errors encountered while working with NumPy is InvalidArgumentError, specifically TypeError: 'numpy.float64' object cannot be interpreted as an integer. This error message typically arises when a NumPy function expects an integer argument but receives a numpy.float64 object instead.

Solution 1: Cast to int explicitly

Manually cast the numpy.float64 value to an integer using Python’s built-in int() function or the NumPy astype(int) method. This will convert the floating-point number to an integer, which can be passed to the function that requires an integer argument.

  1. Identify the variable/parameter causing the error.
  2. Use int(variable) to cast it to a pure Python integer, or variable.astype(int) if the variable is a NumPy array/element to cast it to a NumPy integer.
  3. Pass the converted variable as the argument to the function.
import numpy as np

# Example problematic code
# err_val = np.array([1.5, 2.5, 3.5])
# np.arange(err_val)  # This will cause TypeError

# Fixing the issue
fixed_val = int(np.array([1.5]))  # or np.array([1.5]).astype(int)
fixed_range = np.arange(fixed_val)
print(fixed_range)

Output:

[0]

Notes:

While this solution is straightforward, care must be taken because converting to integer truncates the decimal part, which could lead to loss of information. It’s suitable for scenarios where the decimal part is not significant.

Solution 2: Round before casting

Before casting a numpy.float64 object to an integer, you might want to round it first. This approach respects the mathematical rounding rules and can potentially avoid truncating decimals to the floor value. Use the round() function in Python or np.round() in NumPy, before casting to an integer.

  1. Identify the variable/parameter causing the error.
  2. Round the variable using np.round(variable) or round(variable).
  3. Cast the rounded value to an integer.
  4. Pass the converted variable as the argument to the function.
import numpy as np

# Example variable causing error
err_val = np.float64(2.7)

# Fixing the issue by rounding and then casting
rounded_val = int(np.round(err_val))
print(rounded_val)

Output:

3

Notes:

This approach results in a mathematically rounded integer value, which may better represent the original data in certain contexts. However, the choice of rounding mode can impact the result, so select it carefully based on the data and the context.

Solution 3: Use correct function parameters

Sometimes this error is caused not by a wrong type but by misuse of a function where an integer parameter is expected—for example, specifying float-array-like shape while initializing an ndarray. In this case, reviewing the function documentation and passing the correct parameters is necessary.

  1. Consult the documentation for the function causing the error.
  2. Ensure that integer arguments, such as array sizes or shape parameters, are provided as such.
  3. Modify the code according to the function’s requirement.
import numpy as np

# Example of code where the shape parameter is a float
# err_val = np.zeros((2.5, 2))  # This will cause TypeError

# Fixing the issue by providing integer parameters
fixed_val = np.zeros((2, 2))
print(fixed_val)

Output:

[[0. 0.]
 [0. 0.]]

Notes:

This solution ensures the function’s intended use and prevents the error from occurring in the first place. While it does not involve direct type conversion, it requires understanding the function and possibly refactoring parts of the code.

Conclusion

Dealing with InvalidArgumentError specifically related to the 'numpy.float64' object cannot be interpreted as an integer requires understanding the context in which the error occurs. Employing strategies such as casting to integer, rounding before casting, or ensuring correct function usage, you can overcome this error and write error-free NumPy code. Understanding Python’s and NumPy’s data types, documenting code, and referential checking of function parameters greatly aid in writing robust scientific computation code.