In the figure shown here, Harry’s request to read the data file is blockeD.Harry has a Secret security clearance, and the data file has a Top Secret classification. What principle of the Bell–LaPadula model blocked this request?在这里显示的图中,Harry读取数据文件的请求被阻止。Harry有一个机密安全许可证,数据文件有一个绝密分类。贝尔-拉帕杜拉模型的什么原理阻止了这一请求? <img src="data:image/png;base64,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" alt="">
A、Simple Security Property 简单安全属性
B、Simple Integrity Property 简单完整性属性
C、*-Security Property*-担保财产
D、Discretionary Security Property自由裁量担保财产
发布时间:2025-02-02 10:08:55