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148篇 您的检索式：作者名="Carlet C"

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	题名	作者	年代	出处	被引量
1	Incidence,risk factors,and outcome of severe sepsis and septic shock in adults:a multicenter prospective study in intensive care units显示文摘	Brun-Buisson C Doyou F carlet J	1995	JAMA1995，274，12：	1
2	Algebraic immunity for cryptographically significant Boolean functions:Analysis and construction显示文摘	Carlet C Dalai D K Gupta K C	2006	IEEE Trans on Information Theory2006，52，7：	1
3	On cryptographic properties of the coscts of R(1 ,m) 显示文摘	Canteaut A Carlet C Charpin P	2001	IEEE Transactions on Information Theory2001，47，：	1
4	Z2^k-linear codes显示文摘	Carlet C	1998	IEEE Trans IT1998，44，4：	1
5	Secondary constructions of highly nonlinear Boolean functions and disjoint spectra plateaued functions 显示文摘	ZHANG F CARLET C HU Y	2014	Information Sciences2014，283，：	1
6	Recent results on binary bent funetions显示文摘	C Carlet	2000	J Combinatorics Information & System Sciences2000，25，14：	1
7	Linear codes from perfect nonlinear mappings and their secret sharing schemes显示文摘	Carlet C Ding C Yuan J	2005	IEEE Trans Inform Theory2005，51，6：	1
8	Linear codes from perfect nonlinear mappings and their secret sharing schemes显示文摘	CARLET C DING Cunsheng YUAN Jin	2005	IEEE Transactions on Information Theory2005，51，6：	1
9	The weight distributions of a class of linear codes from perfect nonlinear functions显示文摘	YUAN Jin CARLET C DING Cunsheng	2006	IEEE Transactions on Information Theory2006，52，2：	1
10	Partially-bent functions 显示文摘	C Carlet	1993	Designs Codes and Cryptography1993，3，：	1
11	Z2^k-linear code显示文摘	Carlet C	1998	IEEE Trans Inform Theory1998，44，7：	1
12	Z2k-Linear codes显示文摘	Carlet C	1998	IEEE Trans Inform Theory1998，44，4：	1
13	Z2k-linear codes显示文摘	CARLET C	1998	IEEE Trans Inform Theory1998，449，6：	1
14	Normal extensions of Bent functions 显示文摘	CARLET C DOBBERTIN H LEANDER G	2004	I EEE Trans on Information Theory2004，50，11：	1
15	Further properties of several classes of Boolean functions with optimum algebraic immunity显示文摘	Carlet C and Zeng X Y	2009	Designs Codes and Cryptography2009，52，3：	1
16	Improving the upper bounds on the covering radii of binary Reed-Muller codes 显示文摘	Carlet C Mesnager S	2007	IEEE Transactions Information Theory2007，53，1：	1
17	Hyper-bent functions and cyclic codes显示文摘	Carlet C Gaborit P	2006	Journal of Combinatorial Theory Series A2006，113，3：	1
18	Algebraic Immunity for Cryptographically Significant Boolean Functions: Analysis and Construction显示文摘	Carlet C Dalai D K Gupta K C	2006	IEEE Transactions on Information Theory2006，52，7：	1
19	Further properties of several classes of boolean functions with optimum algebraic immunity 显示文摘	Carlet C Zeng X Y	2009	Designs Codes and Cryptography2009，52，3：	1
20	Partially-bent functions显示文摘	Carlet C	1993	Design Codes and Cryptography1993，3，：	1

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