Á½Àà¸ßάHausdorffËã×ÓÔÚHardy¿Õ¼äÖеÄÓнçÐÔ¡ª¡ªÀíѧԺ

2013.09.22

Ͷ¸å£º¹¨»ÝÓ¢²¿ÃÅ£ºÀíѧԺä¯ÀÀ´ÎÊý£º

»î¶¯ÐÅÏ¢

¹¦·ò£º 2013Äê09ÔÂ26ÈÕ 09:00

µØÖ·£º У±¾²¿G507

        Êýѧһ¼¶Ñ§¿ÆSeminar 764
Ö÷Ì⣺Á½Àà¸ßάHausdorffËã×ÓÔÚHardy¿Õ¼äÖеÄÓнçÐÔ
»ã±¨ÈË£º·¶´óɽ ½ÌÊÚ£¨ÃÀ¹úUniversity of Wisconsin-Milwaukee)
¹¦·ò£º2013Äê9ÔÂ26ÈÕ£¨ÖÜËÄ)9:00
µØÖ·£ºÐ£±¾²¿G507
Ö÷°ì²¿ÃÅ£ºÀíѧԺÊýѧϵ
ÌáÒª£ºWe study two high dimensional extensions of the classical Hausdorff operator. For the first one, we obtain conditions of sufficiency and necessity for its boundedness on the real Hardy space and on the local Hardy space ??For the second one, we study its boundedness properties on the real Hardy spaces for
 »ã±¨È˼ò½é£º
·¶´óɽÏÖΪÃÀ¹úÍþ˹¿µÐÁ´óѧÃÜÍß¶û»ùÐ£Çø University of Wisconsin-Milwaukee)Êýѧϵ½ÌÊÚ¡£1990ÄêÔÚÃÀ¹ú»ªÊ¢¶Ù´óѧ£¨Washington University£©½ø½¨»ñ²©Ê¿Ñ§Î»¡£1999-´Ë¿ÌΪÃÀ¹úÍþ˹¿µÐÁ´óѧÃÜÍß¶û»ùÐ£Çø½ÌÊÚ¡£ ÏÖΪÕã½­´óѧ £¬»ªÖпƼ¼´óѧ £¬»ªÖÐʦ·¶´óѧ¼æÖ°½ÌÊÚ¡£·¶´óɽ½ÌÊÚÊǹú¼Ê³ÛÃûµÄºÍг·ÖÎöר¼Ò £¬Ëû³Ö¾Ã´ÓʺÍг·ÖÎöµÄ½²ÊÚÓë×êÑÐ £¬ÒÑÔÚ¹úÄÚ±í³ÛÃûÆÚ¿¯Éϰ䷢Á˸ßˮƽѧÊõÂÛÎÄ100ÓàÆª¡£
¡¾ÍøÕ¾µØÍ¼¡¿