Java Reduce a Problem Before Calling Again
A recursive method solves a problem by calling itself on a smaller case. It needs a base case and a progress rule that actually reaches that case for every accepted input.
Understand the idea
Each ordinary recursive call uses another stack frame. A neat mathematical definition can still overflow the Java call stack for large inputs. Java does not promise tail-call elimination. Decide the accepted input range, the result’s numeric range and whether an iterative solution would be simpler. Recursive tree traversal can be useful, while a simple long counting loop rarely needs recursion.
Run it locally
Use a local JDK 21 or newer. Save the complete example as Main.java in a separate lab folder, then compile and run it with the commands below. Java examples do not run in Bhylu’s browser playground. The -ea option enables assertion checks used by some lessons.
javac --release 21 -encoding UTF-8 -d out Main.java
java -ea -cp out MainA worked example
public class Main {
static int totalFrom(int count) {
if (count < 0) throw new IllegalArgumentException("count must be non-negative");
if (count == 0) return 0;
return count + totalFrom(count - 1);
}
public static void main(String[] args) {
System.out.println(totalFrom(4));
}
}
Expected output
10The calls reduce four to three, two, one and zero. The base case returns zero, and the suspended additions then combine into ten. Rejecting a negative count prevents an input that would move away from the base case. This implementation is intentionally small; it is not a recommendation for summing a very large range.
Check the official Java documentation for detailed contracts and supported options.