一、JML语言理论基础及应用工具链

理论基础

官网定义:

Java建模语言(JML)是一种行为接口规范语言,可用于指定Java模块的行为 。它结合了Eiffel的契约方法设计 和Larch系列接口规范语言的基于模型的规范方法 ,以及细化演算一些元素 。

用法:

(1)开展规格化设计。这样交给代码实现人员的将不是可能带有内在模糊性的自然语言描述,而是逻辑严格的规格。

(2)针对已有的代码实现,书写其对应的规格,从而提高代码的可维护性。

具体的语法在JML手册中都有,就不在这里阐述了。

应用工具链

OpenJML:

可以根据配置的solver文件检查JML描述语言的语法正确性、程序代码的实现是否满足JML语言所描述的设计的规格。

JMLUnitNG:

可以基于JML生成测试文件。

二、部署JMLUnitNG,自动生成测试用例

下载JMLUnitNG的jar包并安装后,我针对简单的Text样例自动生成测试样例。

代码如下:

public class MyText2 {
/*@ public normal_behaviour
@ ensures \result == a + b;
*/
public static int add(int a, int b) {
return a + b;
} /*@ public normal_behaviour
@ ensures \result == a - b;
*/
public static int min(int a, int b) {
return a - b;
} /*@ public normal_behaviour
@ ensures \result == a * b;
*/
public static int mult(int a, int b) {
return a * b;
} /*@ public normal_behaviour
@ ensures \result == a / b;
*/
public static int div(int a, int b) {
return a / b;
} public static void main(String[] args) {
add(99965, 35687);
min(6698, 535489);
mult(2265, 985);
div(55478, 2);
}
}

生成的测试数据如下:

MyText2

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" alt="99">

针对MyText2的测试数据中出现了除0的Failed和运算结果超出int范围的Failed,和预想一致,生成的样例比较全面,同时可以看到生成的数据大多针对int大小的边界值和0值。可见JMLUnitNG自动生成测试样例的思路大概是边界爆破。

三、架构设计

第一次作业

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" alt="2.1">

结构比较简单,实现了官方要求的两个类:MyPath和MyPathContainer。

MyPath中利用一个HashSet来管理结点(不重复),利用一个ArrayList来管理结点序列。

MyPathContainer中有三个HashMap结构,分别用来管理路径->ID、ID->路径、结点->个数的映射关系,在添加路径和删除路径的时候就分别对这三个Map进行处理,获取信息也可以直接从这三个Map中获取。也即map1,map2用来双向存储路径和其ID,方便两种不同的remove。map3用来存储结点和他在图中出现的次数,添加结点时进行判断 ,如果是新的(map3不含结点key),就把(node,1)加入,如果是旧的,就将次数(value)加一重新加入map3。

第二次作业

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" alt="2.2">

在第一次作业的基础上添加了距离矩阵和映射关系数组:

discourt是距离矩阵,直接存储各个结点之间的距离,不连通的点之间为apart(9999)。

每加入一条新路径,先将该路径中所有相邻的点之间的距离置为1,然后floyd算法更新距离矩阵。

每删除一条路径,首先将该路径中所有相邻的点之间的边删除一次,然后通过edgenum矩阵进行判断是不是删为0了,一旦删为0,就重新初始化所有的矩阵,把所有之前添加过的路径拿出来重新添加,如果没删为0就不用管。

至于如何将取值范围为int的结点映射到一定范围之内,我采用的是ying[]数组和valid[]数组,valid[]数组表示当前ying[]数组中的映射关系是不是有效,ying[]数组中存储的就是映射关系,例如ying[1]=6666表示当前我所有矩阵的第二个点都代表的是6666这个node,getIndex是返回某个结点在当前映射下对应的位置,例如在之前那个例子中就有getIndex(6666)=1,getFree是返回当前第一个没有映射关系的位置(valid[]为0)。因为根据指导书,任何时候不同的结点个数都不超过250,所以我的ying[]数组和valid[]数组的大小都为nodemax=251。

第三次作业

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" alt="2.3">

一开始利用暴力拆点的方法,构造了一个2000*2000的矩阵,发现超时是不可避免的,正在纠结之际,看到了讨论区的精品帖子,它利用一些数学上的和逻辑上的技巧,得到了了一个极为简单的处理方法:首先,对于不考虑换乘的情况,显然可以直接用floyd或者Dijkstra算法来处理,所以关键就在于怎么处理换乘,答案是对于每一条边,都先加上换乘所需的花费,这样大家都多加了一部分,所以floyd处理完之后得到的最小值仍然是不加额外花费情况下的最小值,最后再减掉这个额外增加的花费即可,距离、车费、不满意度均可如法炮制同样处理。

四、Bug分析

本系列作业没有在公测或互测中出现bug,故在这里分析一下自己在完成作业的过程中发现并修改掉的一些bug。

1.对于containsEdge()函数,1和1之间有没有边要分情况讨论。如果有类似“1 1 2 3”这样的路径则containsEdge(1,1)为true;而如果只有“1 2 3”这样的路径则containsEdge(1,1)为false。

2.对于removePath系列函数,如果发现某removePath行为导致本存在的一条边不存在了该如何处理呢?一开始我只是将这条边对应的邻接矩阵位置置为apart,然后进行floyd更新,但这样是错误的,因为floyd算法永远只会使距离减小,不会使距离增加,更不可能按照你要求的方式增加。所以我最后采取的是将数据矩阵重新初始化,遍历容器中剩下的路径重新进行计算的方法,因为容器中路径数量不会很多,所以效率还算可以。

五、心得体会

1.计算机学院开设的课程前后是有着非常紧密的联系的,或者说其实整个计算机领域,不同的分支其实都有着非常强的联系。

·本单元学习的JML规格,很大程度上是用大一离散数学学习的逻辑来进行说明的。

·图的结构,优化,最短路径的求解等一系列问题是大一数据结构学习过的。

2.关于JML规格。

JML的出现,是为了方便地对Java程序进行规格化设计。主要用途有二:一种是由用户完成并交给程序员,从而是程序员明确自己的需求,同时不同于自然语言的描述,JML还没有二义性,实在是妙不可言。第二种是由程序员针对已完成的代码进行书写,目的是为了提高程序的可维护性,其实也就是以一种最规范的形式对于程序作注释。 在本单元完成作业的过程中,我自然对于JML的第一种用途有了比较深刻的体会,在课上实验中也体会到了它的第二种用途。

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