Java code for verifying whether a value is an Integer

Option 1:
– Attempt the following solution:
Option 2:
– Attempt to implement this technique. It can be used to compare various types of data.
– If you only need to compare integers and strings, you can use @NKukhar’s code.
Option 3:
– Try this solution.
Option 4:
– To ensure that the string format is accurate, utilize regex and only allow numerical values.
– The aforementioned method will return a valid numeric sequence if it exists in the input. However, it may exceed the capacity of an integer.
– To verify that the string contains solely numeric values, convert the string to an integer using the int() method in a try-block.


In Java, is there a way to determine if a given number is an integer (part of the Z field) using

Quick way to check

I considered the possibility of subtracting the rounded number, but I could not identify any technique that would assist me in doing so.

Where should I
check? Integer

Solution 1:

Quick and dirty…

if (x == (int)x)

Assuming that x is already in a numeric form, it’s recommended to consider


if you’re working with strings.

Solution 2:

One example more 🙂

double a = 1.00
if(floor(a) == a) {
   // a is an integer
} else {
   //a is not an integer.

The function ceil can be utilized in this instance to achieve an identical outcome.

Solution 3:

 * Check if the passed argument is an integer value.
 * @param number double
 * @return true if the passed argument is an integer value.
boolean isInteger(double number) {
    return number % 1 == 0;// if the modulus(remainder of the division) of the argument(number) with 1 is 0 then return true otherwise false.

Solution 4:

When working with floating point values, caution must be exercised because of the format’s inherent characteristics.

One effective approach is to select an epsilon value, such as 0.000001f, and then implement a similar method.

boolean nearZero(float f)
    return ((-episilon < f) && (f 


    //do stuff

You are verifying whether z and its integer counterpart possess comparable magnitudes within a certain tolerance. This check is essential as floats inherently lack precision.

Please note that if your floats exceed the magnitude of


(2147483647), the method may not function properly. Also, it’s essential to acknowledge that it is not feasible to verify the integrality of floats beyond that threshold.

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