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Xiaolei Dong, PhD, Professor
Department of Computer Science and Engineering,
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Education: BSc ( MSc, PhD ( PDF ( Research
Interests:
Tel: +86-21-34204399 Email: dong-xl@cs.sjtu.edu.cn |
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Address |
Department of Computer Science and Engineering, |
Biography
Dr. Dong is
a professor and ph.D advisor in Shanghai
Jiao Tong University (SJTU). After her graduation with a doctorate
degree from Harbin Institute of Technology, she pursued
her post-doctoral study in SJTU from September 2001 to July 2003. Then, in
August 2003, she joined the Department of Computer Science and Engineering of
SJTU. Her primary research interests include Number Theory, Cryptography,
Trusted Computing, etc. Since 1998, she has published more than 40 academic
papers, among which 13 are cited by SCI, 10 by EI, 18 by American MR and over
20 by German Zbl. As the first author, Dr. Dong has
two textbooks published by Science Press and China Machine Press respectively.
Her Number Theory and Modern
Cryptographic Algorithms project won the first prize of China University
Science and Technology Award in 2002. Her New
Theory of Cryptography and Other Basic Problems project won the second prize of Shanghai Nature Science Award in 2007.
Also, she has won a series of honors, including Excellent Post-doctor of SJTU
in 2002, Post-doctorate Fund Award of SJTU in 2005, and Excellent Paper Award
of Shanghai Computer Users Association. Currently, she hosts a number of
research projects supported by National Natural Science Foundation of China,
Chinese Post-doctorate Research Fund and Youth Fund of SJTU. Besides, she
participates in several national and
Dr. Dong has
visited
Selected Publications
1. Xiaolei Dong, Haifeng
Qian and Zhenfu Cao.
Provably secure RSA-type signature based on conic curve. Wireless Communications and Mobile Computing, to appear.
2. Xiaolei Dong, Zhenfu
Cao, Licheng Wang. New Designing of Cryptosystems
Based on Quadratic Fields. Science in
China Series E, to appear (in Chinese).
3. Xiaolei Dong, Zhenfu
Cao, Licheng Wang. New Designing of Cryptosystems
Based on Quadratic Fields. Science in
China Series F, to appear.
4. Xiaolei Dong and Zhenfu
Cao. Z_N-trees and public-key cryptosystems. Discrete Mathematics, to appear.
5. Rongxing Lu, Xiaolei
Dong and Zhenfu Cao. Designing efficient proxy
signature schemes for mobile communication, Science in China Series F, 51 (2): 183-195, FEB 2008.
6. Xiaolei Dong, W. C. Shiu,
C. I. Chu, and Zhenfu Cao, The simultaneous Pell
equations y^2 – Dz^2 = 1 and x^2 - 2Dz^2 = 1. Acta Arithmetica, 126(2), 115-123, 2007.
7. Rongxing Lu, Zhenfu
Cao, and Xiaolei Dong. A new practical limited
identity-based encryption scheme, Fundamenta Informaticae, 80(4), 461-474, 2007.
8. Zhenchuan Chai, Zhenfu Cao, and Xiaolei Dong.
Efficient ID-based multi-receiver threshold decryption, International Journal of Foundations of Computer Science, 18(5),
987-1004, 2007.
9. Zhenchuan Chai, Zhenfu Cao, and Xiaolei Dong. Identity-based
signature scheme based on quadratic residues, Science in China Ser. F, 50(3), 373-380, 2007.
10. Shengbao Wang, Zhenfu
Cao and Xiaolei Dong. Provably secure identity-based
authenticated key agreement protocols in the standard model. Chinese Journal of Computers, 30(10),
pp. 1842-1854, 2007 (in Chinese).
11. Rongxing Lu, Xiaolei
Dong, Zhenfu Cao, Licheng
Wang, Design of smart card-based electronic vita using proxy signature
technique, International Conference on
Computational Intelligence and Security (CIS 2006), pp.1385-1388, 2006.
12. Xiaolei Dong, Rongxing
Lu and Zhenfu Cao, Proofs of security for improved
Rabin signature scheme, Journal of
13. Xiaolei Dong, Zhenfu
Cao, and Xiaohong Li, Cryptanalysis of Two Signature
Schemes Based on Two Hard Problems. Journal
of
14. Rongxing Lu, Zhenfu
Cao and Xiaolei Dong, Authenticated encryption
protocol with perfect forward secrecy for mobile communication, Wireless Communications and Mobile
Computing, 6(3), 273-280, 2006.
15. Rongxing Lu, Zhenfu
Cao, Xiaolei Dong, Efficient ID-based One-time Proxy
Signature and Its Application in E-cheque, CANS06, Lecture Notes in Computer Science, Vol.
4301, 153-167, 2006.
16. Xiaolei Dong and Zhenfu
Cao. Discrete Mathematics (Outline
Series), Sci. Press,
17. Xiang Li, Xiaolei
Dong, Zhenfu Cao. Blind
signature scheme based on ideal class groups of quadratic fields. Computer Applications and Software,
Vol.22, 34-35,41, 2005 (in Chinese).
18. Xiaolei Dong and Zhenfu
Cao. A kind of signature schemes based on class groups of quadratic fields, Journal of Harbin Institute Technology New
Series, 11(6), 583-591, 2004.
19. Xiaolei Dong and Hao Shen. On the multiplicities of binary recurrences. Journal of Harbin Institute Technology New
Series, 10(2), 183-189, 2003.
20. Zhenfu Cao and Xiaolei
Dong, An application of a lower bound for linear forms in two logarithms to the
Terai-Jesmanowicz conjecture. Acta Arithmetica, 110(2), 153-164, 2003.
21. Xiaolei Dong and Zhenfu
Cao. Class number problem of some real quadratic fields and quadratic field
cryptosystem. Advance in Cryptology -
Chinacrypt'02, Publishing House of Electronics Industry, 210-219, 2002.
22. Zhenfu Cao, Xiaolei
Dong and Zhong Li, A new conjecture concerning the diophantine equation x^2 + b^y = c^z. Proceedings of
the
23. Xiaolei Dong and Zhenfu
Cao. Generalization of a diophantine equation in
difference sets. Journal of
24. Xiaolei Dong and Zhenfu
Cao. Diophantine equations and class number of real quadratic fields. Acta Arithmetica,
97(4), 313-328, 2001.
25. Xiaolei Dong and Zhenfu
Cao. A new and brief proof of the divisibility result of class number of a kind
of imaginary quadratic fields. Journal
of Heilongjiang University, 18(1), 8-11, 16, 2001.
26. Zhenfu Cao and Xiaolei
Dong, The diophantine equation x^2 + b^y = c^z. Proceedings of the
27. Zhenfu Cao and Xiaolei
Dong. Digital signature and public key cryptosystem in two primes product order
subgroup of Z_*{pq}, Journal of Electronics and Information Technology, Vol. 23, Suppl.,
111-115, 2001(in Chinese).
28. Xiaolei Dong and Zhenfu
Cao. Terai-Jesmanowicz conjecture on the equation a^x + b^y = c^z.
Chinese Ann. Math.,
29. Xiaolei Dong. On the diophantine
equation x^3 + a^3 = Dz^2. Journal of
30. Zhenfu Cao and Xiaolei
Dong, On Terai's conjecture. Proceedings of the
31. Zhenfu Cao and Xiaolei
Dong, Diophantine equation Ax^2 + B = y^n. Chinese Sci. Bull., 43(13), 1141-1142,
1998.