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Formal ѧÉú²ã´ÎConcept Analysis: ²©Ê¿Mathematical / ˶ʿ Foundations. ¿ª¿ÎѧԺBernhard Ganter, ÊýÐÅѧԺRudolf Wille, Springer, 1999. ²Î¿¼Êé¡¢²Î¿¼¿¯ÎÊéÃû¡¢×÷Õß¡¢³ö°æÉç¡¢³ö°æÊ±¼ä£©£º »ùÓÚ´Ö²Ú¼¯µÄ²»È·¶¨¾ö²ß£¬ÕÅÎÄÐÞ£¬³ð¹ú·¼£¬Ç廪´óѧ³ö°æÉ磬2005Äê7Ô¡£ ±±·¶Ñ§¾¿¿ÎÄÚÌá

ºÓÄÚÈÝÌáÒª£º ʦ This text is a comprehensive introduction to the main ideas and techniques of the field of quantum computation and quantum information. Part I provides a ´óbroad overview of the main ideas and results of quantum computation and quantum information, and £¨ÖÐÎÄ£©develops £º Á¿×ÓÁ¦Ñ§the background material in computer science, ÑÐmathematics and physics necessary to understand quantum computation and quantum ¿Î³ÌÃû³Æ information in depth. Part II describes quantum computation in detail. Part III £¨Ó¢ÎÄ£©£ºQuantum Mechanics Éúis about quantum information: how information is represented and communicated using ¿Î³Ì±àºÅquantum states, and how to describe and ¿ª¿ÎѧÆÚdeal with the corruption 3 of quantum ³Ìand classical information. ÖÜѧʱ/×Üѧʱ 4/68 ѧ ·Ö 3 Èݽ̲ģ¨ÊéÃû¡¢×÷Õß¡¢³ö°æÉç¡¢³ö°æÊ±¼ä£©½Ìѧ·½Ê½ ½²ÊÚ £º ¿¼ºË·½Ê½ ¿¼ÊÔ Ñ§Éú²ã´Î ²©Ê¿/ ˶ʿ ¿ª¿ÎѧԺ ÊýÐÅѧԺ Quantum Computation and Quantum Information, M. A. Nielsen and I. L. Chuang,

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ºÓÄÚÈÝÌáÒª£º ʦHilbert space, the postulates of quantum mechanics, superdense coding, density operator, Schmidt decomposition and purifications, EPR and Bell ´óinequality. £¨ÖÐÎÄ£©£º¼ÆËã»ú¸¨Öú¼¸ºÎÉè¼Æ ÑпγÌÃû³Æ £¨Ó¢ÎÄ£©£ºComputer Aided Geometric Design Éú¿Î³Ì±àºÅ ¿ª¿ÎѧÆÚ 2 ³ÌÖÜѧʱ/×Üѧʱ 4/68 ѧ ·Ö 3 ½Ì²Ä£¨ÊéÃû¡¢×÷Õß¡¢³ö°æÉç¡¢³ö°æÊ±¼ä£©£º ÈÝ ½Ìѧ·½Ê½ ½²ÊÚ ¿¼ºË·½Ê½ ¿¼ÊÔ Òª ѧÉú²ã´Î¸ßµÈÁ¿×ÓÁ¦Ñ§£¬¿¦ÐËÁÖ£¬¸ßµÈ½ÌÓý³ö°æÉ磬 ˶ʿ ¿ª¿ÎѧԺ1999 ÊýÐÅѧԺ

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