近日在读《疯狂Java讲义》精粹第二版,部分语述摘自其中,自己边敲边理解
前言
我们知道,Java语言支持的类型有两种:
1.基本类型(即八大基本数据类型),不是本文讨论的重点
2.引用类型
数组类型本身也是一种引用类型,因此数组变量其实只是一个引用,说白了就是一个地址指针,它指向存放数组元素的真实内存(堆内存)
我们也知道:
- 在平常的学习过程中,我们也经常使用数组,我们知道,数组名就是一个指针常量。
- 数组有一维数组和多维数组之说,但从内存的角度来看,其实并没有多维数组。
- 因为数组被分配到的是一块连续的内存,并且数组的存储方式是很多个一维数组连接成一个大的一维数组。
例子:
//创建一个Object[]类型的一维数组,动态初始化长度为5 (其他类型也可以)——这是第一维数组
Object[] obj = new Object[5];
// 循环输出一下
System.out.println("这是一维数组的元素的值,系统自动初始化为null");
for(Object out_obj:obj){
System.out.print(out_obj + "\t");
}
//输出: null null null null null
Q:为什么叫动态初始化呢?
A:概念:只指定了数组长度,由系统自动为数组元素赋初始值,即为数组的动态初始化;
反之,如果我们指定了每个数组元素的初始值,由系统决定数组长度,则称为数组的静态初始化。
这是书里面的原文,我的理解:以是否手动赋初始值来区别动态和静态。
因为数组长度一旦确定后是不可变的,但数组元素的值是可变的,可变的量才具有讨论动态和静态的必要。
//接着,我们输出一下数组obj的第一个元素的值
System.out.println("这是一维数组的第一个元素的值(引用前):" + obj[0]);//结果为:null
//将obj数组的第一个元素作为引用,指向一个新的Object数组,同样是动态初始化——这是第二维数组
obj[0] = new Object[5]; //我们暂时不为数组元素赋初值,方便后面继续拓展第三维的数组
System.out.println("这是一维数组的第一个元素(引用后的值为指向第二维数组的首地址):"+ obj[0]);
//结果为:[Ljava.lang.Object;@74a14482
那如果我们想输出第二维的数组obj[0]中的元素该怎么办? obj[0][0]?
对于手动扩展来说,这是不可取的。
还记得我们开头定义的只是一个长度为5的一维数组吗?
第一维数组的类型是Object[],它的元素,也就是obj[i](i=01234),是Object类型的。
因此我们应该先把obj[0]强制转换为Object[]类型,再通过 ((Object[])obj[0])[0] 来访问第二维数组中的第一个元素
拆成两步就是这样:
Object[] new_obj0 = (Object[])obj[0]; //强制转换
System.out.println(new_obj0[0]); //第一维数组的第一个值—>指向的->第二维数组的第一个值,暂时是null
看起来很复杂,如果一开始直接定义二维数组再进行引用的话:
Object[][] obj = new Object[5][]; //第一维数组的值都为null
System.out.println(obj); // [[Ljava.lang.Object;@74a14482
obj[0] = new Object[]{1,2,1,1,4}; //将一维数组的值作用引用指向一个Object类型的数组
System.out.println(obj[0]); //[Ljava.lang.Object;@1540e19d
System.out.println(obj[0][0]); //1
这样就不用强制转换了。
但其实观察上面那两个地址值可以看出还是有区别的,地址值不同我肯定知道啦
有没有观察到obj前面是有两个 '['的,而obj[0]是只有一个的
我的想法是可能是系统对地址值还是做了分类的,这只是我的猜测,虽然好像没什么用。
而手动拓展要注意几点:
(1)obj[0]需要强制转换为Object[]数组类型:
即((Object[])obj[0])[0]才表示二维数组的第一个元素(因为内存并没有开辟二维数组的空间呀)
(2)需要对所要访问的二维数组进行初始化值(动态初始化或静态初始化均可),否则访问会返回空指针异常
(3)对于上面创建的一维数组来说,系统已经为其分配初始值null了
只有这样:obj[0] = new Object[]{1,2,1,1,4};或者 obj[0] = new Object[length];
将一维数组的第一个元素作为引用,指向一个新的Object[]数组,他才是一个地址指针
本文只是通过定义一维数组,然后手动拓展成二维数组,多维就是照葫芦画瓢而已。可以看看下面这个图
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" width="592" alt="" />
数组元素引用后就指向下一维数组的首地址
我的想法是多维数组在内存里其实就是树状结构,只有一个父顶点,子顶点可以无限逐层向下扩展,形成一颗无限分支的树
我只是想弄清楚实际上并没有多维数组,与其说多维,多重数组是不是更正确一点呢?大家怎么认为呢?
这是我的学习笔记,请大家多多指正。希望自己继续坚持!
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