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📁 实用的离散数学课件
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      <p style="line-height: 150%" align="center"><font   size="4"><b><a name="content-1-1-2-lianjieci"></a>联                                       
        结 词</b></font></p>                                      
      <p style="line-height: 150%">在命题逻辑中有以下几种基本的联结词:    </p>                                    
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        <img src="image/fei.gif" width="10" height="5" >&nbsp;&nbsp;&nbsp; <img src="image/hequ.gif" width="9" height="11" >&nbsp;&nbsp;&nbsp;                                
        <img src="image/xiqu.gif" width="9" height="15" >&nbsp;&nbsp; <img src="image/yunhan.gif" width="15" height="9" >&nbsp;&nbsp;&nbsp;                                
        <img src="image/dengtong.gif" width="16" height="9" ></p>                                  
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      <b>                                  
      1、<font color="#000000"  >非、否定</font>(<img src="image/fei.gif" width="10" height="5">),</b><br>                               
      &nbsp; 定义:给定命题P,命题R当且仅当P为假时为真,则称R为P的否定或非P,记为:<img src="image/fei.gif" width="10" height="5" >P。<br>                                  
      &nbsp; 其定义可用如下真值表表示:</p>                                     
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            <div align="center"><img src="image/fei.gif" width="10" height="5">P</div>                                   
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      <p style="line-height: 150%"  >&nbsp;<b> 例:</b>今天不下雨。<br>                               
      &nbsp;&nbsp;&nbsp; 设:P:今天下雨,则原命题为<img src="image/fei.gif" width="10" height="5" >P。</p>                                     
      <p style="line-height: 150%"  ><b><a name="hequ"></a>2、合取(<img src="image/hequ.gif" width="9" height="11">),</b><br>                                
      &nbsp; 定义:给定两个命题P、Q,若命题R当且仅当P、Q同时为真时为真,则称R为P、Q的合取,记为:P<img src="image/hequ.gif" width="9" height="11">Q。<br>                                  
      &nbsp; 其定义可用如下真值表表示:</p>                                     
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            <div align="center">P<img src="image/hequ.gif" width="9" height="11">Q</div>                                   
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      <p style="line-height: 150%"  ><b>&nbsp; 例:</b>张三和李四都是三好学生。<br>                               
      &nbsp;&nbsp;&nbsp; 设:P:张三是三好学生;Q:李四是三好学生。<br>                                  
      &nbsp;&nbsp;&nbsp; 则原命题为:P<img src="image/hequ.gif" width="9" height="11">Q</p>                                     
      <p style="line-height: 150%"  >&nbsp; <b><font color="#FF0000">注:</font></b>并非所有的“和”都表示“合取”,例如,王五和赵六是兄弟。<br>                                  
      &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;                                   
      当谓词描述的是对象之间的关系时不能用合取。</p>                                   
      <p style="line-height: 150%"  > </p>                                   
      <p style="line-height: 150%"  ><b><a name="xiqu"></a>3、析取(<img src="image/xiqu.gif" width="9" height="15">),</b><br>                                
      &nbsp; 定义:给定两个命题P、Q,若命题R当且仅当P、Q中至少有一个为真时为真,则称R为P、Q的析取,记为:P<img src="image/xiqu.gif" width="9" height="15">Q。<br>                                  
      &nbsp; 其定义可用如下真值表表示:</p>                                     
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            <div align="center">P<img src="image/xiqu.gif" width="9" height="15">Q</div>                                   
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