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chunshui2003

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±ÈÈç£ºËæ×ÅaµÄÔö¼Ó£¬bµÄÎȶ¨ÇøÓòÓÉ b=10-20 (a=1), Ôö¼Óµ½b=30-60(a=5), ×îÖÕµ½b=100-180(a=10).
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The stable interval of b becomes wider as a increases, i.e., from b=10-20 (a=1), and then b=30-60(a=5), finally to b=100-180(a=10).
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°®ÓëÓêÏÂ(½ð±Ò+1): 2011-11-02 08:49:19
chunshui2003(½ð±Ò+3, ·­ÒëEPI+1): ¸ÐлÄãµÄ°ïÖú£¬Õâ¸öÎÊÌâÎÒÃ÷°×ÁË 2011-11-02 10:08:31
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As a increases, the stable interval of b increases from b=10-20 (a=1) to b=30-60(a=5),  and finally to b=100-180(a=10).
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2Â¥2011-11-01 22:36:25
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willton

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sltmac(½ð±Ò+1): »¶Ó­½»Á÷ 2011-11-02 09:45:43
chunshui2003(½ð±Ò+2): лл£¬È·ÊµÓÃregion¸üºÃһЩ 2011-11-02 10:09:00
¶þ¥˵µÃ¶Ô£¬¼¸¸ötoÒ»¸ö¶¼²»ÄÜÉÙ¡£µ«Îȶ¨ÇøÓòÓÃstable interval Í×Âð£¿
½¨Òé¸Ä³É, The stable region of b increases as a increases, from b=10-20 (a=1) to b=30-60(a=5),  and finally to b=100-180(a=10).
3Â¥2011-11-02 09:18:50
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