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查询Tags标签: Therefore,共有 7条记录
  • 对数运算法则之证明

    \begin{array}{c}proof:\quad \log_{a}{x^n}=n\log_{a}{x}\\设:\log_{a}{x}=m,\quad 即a^m=x\\则:\log_{a}{x^n} \Rightarrow \log_{a}{(a^m)^n} \Rightarrow \log_{a}{a^{mn}}\\\because a^m=x,\quad \log_{a}{x}=m\\\therefore \log_{a}{a^m}=m\\\therefore \log_{a}{a^…

    2022/3/26 9:22:47 人评论 次浏览
  • Proj THUDBFuzz Paper Reading: RESTler: Stateful REST API Fuzzing

    Abstract 工具: RESTler 功能: 分析API说明并生成请求sequence 方法:1. inferring dependencies among request types declared in the Swagger specification (e.g., inferring that a resource included in the response of a request A is necessary as input argumen…

    2021/11/8 6:10:17 人评论 次浏览
  • Proj THUDBFuzz Paper Reading: RESTler: Stateful REST API Fuzzing

    Abstract 工具: RESTler 功能: 分析API说明并生成请求sequence 方法:1. inferring dependencies among request types declared in the Swagger specification (e.g., inferring that a resource included in the response of a request A is necessary as input argumen…

    2021/11/8 6:10:17 人评论 次浏览
  • 简单数学题

    题目大意 对于一个正整数 \(N\),存在一个正整数 \(T\),使得 \(\frac{N-\frac{1}{2}T}{N-T}\) 的值是正整数。 请输出所有可能的正整数 \(T\)(按从小到大的顺序排列)。 对于 \(100 \ \%\) 的数据,\(N \leq 10^{14}\) 解题思路 考虑分解这个上面那个式子,设 \(k\) 为 …

    2021/8/27 23:10:52 人评论 次浏览
  • 简单数学题

    题目大意 对于一个正整数 \(N\),存在一个正整数 \(T\),使得 \(\frac{N-\frac{1}{2}T}{N-T}\) 的值是正整数。 请输出所有可能的正整数 \(T\)(按从小到大的顺序排列)。 对于 \(100 \ \%\) 的数据,\(N \leq 10^{14}\) 解题思路 考虑分解这个上面那个式子,设 \(k\) 为 …

    2021/8/27 23:10:52 人评论 次浏览
  • 萌新web12

    Although we still can use passthru() to execute commands but we can not appoint config.php to be inspected. Even though we all know that the flag is hidden under that above file in red staff. FYI: the wildcard character in Linux is * which can repres…

    2021/8/19 23:08:43 人评论 次浏览
  • 萌新web12

    Although we still can use passthru() to execute commands but we can not appoint config.php to be inspected. Even though we all know that the flag is hidden under that above file in red staff. FYI: the wildcard character in Linux is * which can repres…

    2021/8/19 23:08:43 人评论 次浏览
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