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  • It was the " four wangs " - namely wang shimin 1592 - 1680 , wang jian 1598 - 1677 , wang hui 1632 - 1717 and wang yuanqi 1642 - 1715 - who first championed these ideas , and together with wu li 1632 - 1718 and yun shouping 1633 - 1690 , they are collectively known as the " six masters of the early qing
    這批以仿古為創(chuàng)作核心的畫家后世將之統(tǒng)稱為清初六家,包括號(hào)稱為四王的王時(shí)敏1592 - 1680王鑒1598 - 1677王? 1632 - 1717王原祁1642 - 1715 ,及吳歷1632 - 1718與惲壽平1633 - 1690 。
  • Determining the extreme values and extremal functions of the analytic functions on d = { z $ c : z < 1 } is very important in the principles of univalent functions . baernstein [ 2 ] gave the conclusion by using koebe function as the extremal function , glenn schober [ 6 ] studied the classes such as s , p , k , s * of h ( d ) and represented these functions with integral formulations . wang jian [ 3 ] and others investigated the integral mean values
    Baernstein首先在單位圓上討論給出了以koebe函數(shù)作為極值函數(shù)的結(jié)論, glennschober對(duì)h ( d )中一些函數(shù)子類如s 、 p 、 k 、 s ~ *等作了研究,將這些子類上的函數(shù)用積分表達(dá)出來(lái),王鍵結(jié)合baernstein ~ *函數(shù)的定義及glennschober的結(jié)論,定義了對(duì)稱集的概念并得出了一些函數(shù)類在其上的積分平均。
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