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锛�2锛夋枃钘濈悊璜栵細1銆併€愮編銆戝崱鍕掞細銆婃枃瀛哥悊璜栥€嬶紙鏉庡钩璀級锛岄伡瀵ф暀鑲插嚭鐗堢ぞ銆佺墰娲ュぇ瀛稿嚭鐗堢ぞ 1998 骞�锛�2銆併€愯嫳銆戞媺鏇煎鐖剧櫥锛氥€婄暥浠f枃瀛哥悊璜栧皫璁€銆嬶紙鍔夎薄鎰氳锛�锛屽寳浜ぇ瀛稿嚭鐗堢ぞ 2006 骞�锛�3銆佺鎱剁偝涓荤法锛氥€婃枃瀛哥悊璜栬鐣ャ€嬶紝浜烘皯鏂囧鍑虹増绀� 1995 骞�锛�4銆侀櫠鏉遍ⅷ涓荤法锛氥€婃枃瀛哥悊璜栧熀鏈晱椤屻€嬶紙绗� 3 鐗堬級锛屽寳浜ぇ瀛稿嚭鐗堢ぞ 2007 骞�锛�
锛�3锛変腑鍦嬪彜浠f枃瀛革細1銆佹父鍦嬫仼绛変富绶ㄣ€婁腑鍦嬫枃瀛稿彶銆�锛屼汉姘戞枃瀛稿嚭鐗堢ぞ锛�2銆佽琛岄湀涓荤法銆婁腑鍦嬫枃瀛稿彶銆�锛岄珮绛夋暀鑲插嚭鐗堢ぞ锛�2005-2007 鐗�锛�3銆佸妷鏉句締涓荤法銆婁腑鍦嬪彜浠f枃瀛镐綔鍝侀伕銆嬶紝涓湅鏂囪伅(li谩n)鍑虹増绀�锛�2006 骞寸増锛�4銆佹湵鏉辨饯涓荤法銆婁腑鍦嬫浠f枃瀛镐綔鍝侀伕銆�锛屼笂娴峰彜绫嶅嚭鐗堢ぞ銆�5銆佸懆瑁曢崌銆婁腑鍦嬬Κ瀹楄垏瑭╂瓕銆嬶紙涓婃捣浜烘皯
鍑虹増绀�,1992 骞达級
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鍐婏級锛屼笂娴锋暀鑲插嚭鐗堢ぞ 2009 骞�锛�2銆佽瑵鍐�銆佸瓱绻佽彲涓荤法锛氥€婄櫨骞翠腑鍦嬫枃瀛哥附绯汇€嬶紙11 鍗锋湰锛�锛屽北鏉辨暀鑲插嚭鐗堢ぞ 1998 骞�锛�3銆佺帇鏇夋槑涓荤法锛氥€婁簩鍗佷笘绱€涓湅鏂囧鍙茶珫銆嬶紙4 鍗锋湰锛�锛屾澅鏂瑰嚭鐗堜腑蹇� 1997 骞�锛�4銆佹湵瀵ㄤ富绶細銆婁腑鍦嬬暥浠f枃瀛告€濇疆鍙层€嬶紝浜烘皯鏂囧鍑虹増绀� 1987 骞达紱5銆侀櫠鏉遍ⅷ涓荤法锛氥€婄暥浠d腑鍦嬫枃钘濇€濇疆鑸囨枃鍖栫啽榛炪€�锛屽寳浜ぇ瀛稿嚭鐗堢ぞ 2008 骞�銆�
锛�5锛夎タ鏂规枃瀛革細1.闆仿烽煁鍕掑厠/濂锋矁鍊細銆婃枃瀛哥悊璜栥€�锛屽妷璞℃剼绛夎锛屼笁鑱�(li谩n)鏇稿簵锛� 1984 骞寸増锛� 2.寮靛瘏寰凤紙绶ㄩ伕锛夛細銆婃晿杩板鐮旂┒銆嬶紝涓湅绀炬渻绉戝鍑虹増绀� 1989 骞寸増锛� 3.James Phelan/Peter J. Rabinowitz锛堜富绶級锛氥€婄暥浠f晿浜嬬悊璜栨寚鍗椼€�锛岀敵涓圭瓑璀紝鍖椾含澶у鍑虹増绀� 2007 骞寸増锛� 4.鍌呬慨寤讹細銆婃枃鏈鈥曗€曪紞鏂囨湰涓荤京鏂囪珫绯荤当(t菕ng)鐮旂┒銆�锛屽寳浜ぇ瀛稿嚭鐗堢ぞ锛�2004 骞寸増銆�5.鍌呬慨寤讹細銆婁腑鍦嬫晿浜嬪銆嬶紝鍖椾含澶у鍑虹増绀�锛�2015 骞寸増銆傦紙6锛夋饥瑾炶█鏂囧瓧瀛革細1.鍛傚彅婀樸€婃饥瑾炶獮娉曡珫鏂囬泦銆�锛屽晢鍕欏嵃鏇搁え 1999 骞达紱2.闄稿剦鏄庛€婄従(xi脿n)浠f饥瑾炶獮娉曠爺绌舵暀绋嬨€�锛屽寳浜ぇ瀛稿嚭鐗堢ぞ 2003 骞达紱3.鐜嬪姏銆婃饥瑾炶獮娉曞彶銆�锛屽晢鍕欏嵃鏇搁え 1989
骞�锛�4.Traugott,Grammaticalization,鍔嶆⿱澶у鍑虹増绀� 2003 骞淬€�
锛�7锛夎獮瑷€瀛稿強鎳夌敤瑾炶█瀛革細1.閭㈢缇┿€婃饥瑾炶獮娉曚笁鐧惧晱銆嬪晢鍕欏嵃鏇搁え 2002锛�2.闄崇珷澶€婅獮
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锛�8锛夋枃鍖栬棟琛撹垏鍌虫挱锛�1銆併€婂偝鎾悊璜栤€斺€旇捣婧愩€佹柟娉曡垏鎳夌敤銆嬶紙缇庯級娌冪磵路濉炰經鏋�锛屽皬瑭瑰鏂峰潶鍗″痉钁�锛岄儹閹�(zh猫n)涔嬬瓑璀紝涓湅鍌冲獟澶у鍑虹増绀� 2006 骞寸増銆�2銆併€婁綔鐐烘枃鍖栫殑鍌虫挱銆嬭┕濮嗘柉路鍑辩憺钁�锛屼竵鏈锛岃彲澶忓嚭鐗堢ぞ 2005 鐗�銆�3銆併€婅棟琛撳摬瀛搞€嬪妷缍辩磤钁�锛屾婕㈠ぇ瀛稿嚭鐗堢ぞ 2006 骞寸増銆�4銆併€婅棟琛撳舰鎱�(t脿i)瀛搞€嬶紙淇勭緟鏂級鍗″病钁楋紝鍑岀辜鍫� 閲戜簽濞滆锛屽鏋楀嚭鐗堢ぞ 2008 骞寸増銆�
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浠d腑鍦嬪嚭鐗堢ぞ 1996 骞寸増锛涜櫈鍜屽钩锛氥€婁腑鍦嬬従(xi脿n)浠e寲姝风▼銆�锛屾睙铇囦汉姘戝嚭鐗堢ぞ 2005 骞�
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锛�1锛夌従(xi脿n)浠f暩(sh霉)瀛稿熀绀庯細1銆併€婃硾鍑藉垎鏋愯瑳缇┿€嬶紙涓婂唺锛�锛屽嫉鎭叾銆佹灄婧愭笭绶ㄨ憲锛屽寳浜ぇ瀛稿嚭鐗堢ぞ, 1987锛� 2銆併€夿asic Algebra I銆嬬浜岀増锛孨athan Jacobson 绶ㄨ憲锛� W.H.Freeman& Co Ltd,1974.
锛�2锛夊亸寰垎鏂圭▼鐞嗚珫锛氥€奝artial Differential Equations銆嬬浜岀増,Lawrence C.Evans 绶ㄨ憲锛孉merican Math Society, 2010.
(3)浠f暩(sh霉)鑸囨嫇鎾茬稖鍚�:1.銆夾lgebra銆�锛孴homas W. Hungerford, Springer-Verlag, 涓�
鐣屽湒鏇稿嚭鐗堢ぞ锛� 1974锛堜腑璀湰锛氥€婁唬鏁�(sh霉)瀛搞€嬶紝 Thomas W Hungerford 钁�, 棣厠鍕よ锛�
婀栧崡鏁欒偛鍑虹増绀撅紝1985锛夛紱 2.銆婁竴鑸嫇鎾插鍩虹銆嬶紙淇▊鐗堬級锛屽嫉寰峰绶ㄨ憲锛岀瀛�
鍑虹増绀�锛� 2015.
锛�4锛夊鍒嗘瀽鑸囧京鍒嗘瀽锛氥€奟eal and Complex Analysis銆�, Walter Rudin, McGraw-Hill,
Third Edition, 1986.
锛�5锛変笁瑙掓ā鐞嗚珫鑸囧湒璀滃熀绀庯細1銆併€奣riangular Norms. Volume 8 of Trends in logic銆�. E.P. Klement, R. Mesiar, E. Pap 绶ㄨ憲锛孠luwer Academic Publishers, Dordrecht, 2000锛�2銆併€婂湒璜栥€�,J.A. Bondy U.S.R. Murty 钁�锛孲pringer 鍑虹増绀� Graduate Texts in Mathematics series锛�2008.
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鎯犺锛屽寲瀛稿伐妤�(y猫)鍑虹増绀撅紝ISBN锛�7-5025-7183-3锛岋紙2005锛�2銆丒lectronic structure,
Basic theory and practical methods,锛堢編锛夛紝Richard M. Martin, Cambridge
university press,ISBN:0-52-178285-6, (2004). 3銆併€婇噺瀛愬寲瀛歌▓绠楁柟娉曡垏鎳夌敤銆�锛屾灄澶㈡捣绶ㄨ憲锛岀瀛稿嚭鐗堢ぞ锛孖SBN锛�7-03-012616-5锛�2004锛�锛�4锛嶮inimax Theorems, 浣滆€咃細M. Willem, 鍑虹増绀撅細Birkhauser 1996. 5. Elliptic Partial Differential Equations, 浣滆€咃細Qing Han and Fanghua Lin; 鍑虹増绀撅細Amer. Math. Soc. 1997. 锛�8锛夋櫘閫氬寲瀛革細銆婃櫘閫氬寲瀛搞€嬬鍏増,娴欐睙澶у鏅€氬寲瀛告暀鐮旂祫绶紝寰愮憺鍧囩瓑浜�
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