检查数组是否参差不齐 [英] Checking to see if an array is jagged
问题描述
我正在准备一个程序,但是最后一个方面有点麻烦.
I am finishing up a program but having a bit of trouble with one last aspect.
在程序的这一部分中,我正在测试以查看数组是否呈锯齿状(相同的行数和列数).我想使用嵌套的 for
循环来执行此操作,但是在逻辑和结构上遇到了麻烦.
In this part of the program, I am testing to see if the array is jagged (same number of rows and columns). I want to use a nested for
loop to do this but am having trouble with the logic and structure.
例如,以下数组是锯齿状的:
For example, the following array is jagged:
1, 2, 3
4, 5, 6
7, 8, 9, 10
以下数组不是:
1, 2, 3
4, 5, 6
7, 8, 9
任何人都可以提供有关此操作的指导吗?
Can anyone offer guidance on how to do this?
推荐答案
首先要弄清楚锯齿状的数组是什么(通常情况下,坚持使用2D数组):
Start with being clear about what a jagged array is (sticking to 2D arrays as the typical case):
- 从技术上讲 锯齿状的数组是一个(1D)数组的数组,每个数组可以具有不同的长度.
- 人们通常所说的锯齿状数组"(包括我认为的意思)是一个数组,其中包含(1D)个数组元素,它们的长度会有所不同,即 em>有效地呈锯齿状".
- 最后,技术上参差不齐但具有相同行数和列数"的数组(有效地)是
- Technically a jagged array is an array of (1D) arrays, each of which can have a different length.
- Often what people mean by "jagged array" (including you I think) is an array with (1D) array elements that do vary in length - i.e. "effectively jagged".
- Finally, an array that is technically jagged but has the "same number of rows and columns" is (effectively) a square array.
(请注意,有效的锯齿形和有效的方阵是互斥的.)
(Notice that effectively jagged and effectively square arrays are mutually exclusive.)
您不需要嵌套的 for
循环来检查以下三个条件中的任何一个:
You do not need nested for
loops to check for any of these three conditions:
- 条件1通过
int [] []
声明是不言而喻的. - 条件2和条件3要求一个
for
循环-因为您不需要遍历包含可能长度不同的数组和的数组em>可能具有不同长度的数组,只需遍历前者并检查后者的长度即可.
- Condition 1 is self-evident by virtue of a
int[][]
declaration. - Conditions 2 and 3 necessitate one
for
loop - because you do not need to iterate through the array that contains the potentially different-length arrays and the potentially different-length arrays, just iterate through the former and check the lengths of the latter.
话虽如此,请考虑以下关于条件2和3的 IsJagged
和 IsSquare
实现和演示:
Having said this, consider the following IsJagged
and IsSquare
implementations and demo with respect to conditions 2 and 3:
public class IsJaggedDemo {
private static boolean IsJagged(int[][] array) {
boolean isJagged = false;
if (array != null) {
Integer lastLength = null;
for (int i = 0; i < array.length; i++) {
if (lastLength == null) {
lastLength = array[i].length;
} else if (lastLength.equals(array[i].length)) {
continue;
} else {
isJagged = true;
break;
}
}
}
return isJagged;
}
private static boolean IsSquare(int[][] array) {
boolean isSquare = false;
if (array != null) {
for (int i = 0; i < array.length; i++) {
if (array[i].length != array.length) {
break;
} else if (i != array.length - 1) {
continue;
} else {
isSquare = true;
}
}
}
return isSquare;
}
public static void main(String[] args) {
int[][] a = null;
int[][] b =
new int[][] {
new int[] { 1 }
};
int[][] c =
new int[][] {
new int[] { 1, 2, 3 },
new int[] { 4, 5, 6 },
new int[] { 7, 8, 9 }
};
int[][] d =
new int[][] {
new int[] { 1, 2, 3 },
new int[] { 4, 5, 6 },
new int[] { 7, 8, 9, 10 }
};
int[][] e =
new int[][] {
new int[] { 1, 2, 3 }
};
int[][] f =
new int[][] {
new int[] { 1, 2, 3 },
new int[] { 4, 5, 6 },
new int[] { 7, 8, 9 },
new int[] { 9, 8, 7 }
};
System.out.printf(
"a is %1$sjagged and is %2$ssquare.\r\n",
IsJagged(a) ? "" : "not ",
IsSquare(a) ? "" : "not ");
System.out.printf(
"b is %1$sjagged and is %2$ssquare.\r\n",
IsJagged(b) ? "" : "not ",
IsSquare(b) ? "" : "not ");
System.out.printf(
"c is %1$sjagged and is %2$ssquare.\r\n",
IsJagged(c) ? "" : "not ",
IsSquare(c) ? "" : "not ");
System.out.printf(
"d is %1$sjagged and is %2$ssquare.\r\n",
IsJagged(d) ? "" : "not ",
IsSquare(d) ? "" : "not ");
System.out.printf(
"e is %1$sjagged and is %2$ssquare.\r\n",
IsJagged(e) ? "" : "not ",
IsSquare(e) ? "" : "not ");
System.out.printf(
"f is %1$sjagged and is %2$ssquare.\r\n",
IsJagged(f) ? "" : "not ",
IsSquare(f) ? "" : "not ");
}
}
如果运行演示,应该看到以下输出:
If you run the demo, you should see the following output:
a is not jagged and is not square.
b is not jagged and is square.
c is not jagged and is square.
d is jagged and is not square.
e is not jagged and is not square.
f is not jagged and is not square.
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