标题：赵凤珍
基本信息
姓名：赵凤珍
所在学校：大连理工大学
所属院系：数学科学学院
职称：副教授
个人简介
● 1985年9月至1989年7月在河北大学数学系学习，获得学士学位；
● 1989年9月至1992年7月在大连理工大学应用数学系学习，获得硕士学位；
● 2000年9月至2004年7月在大连理工大学应用数学系攻读在职博士，获得博士学位。
● 2002年11月至今，大连理工大学应用数学系副教授；
● 1994年12月至2002年10月，大连理工大学应用数学系讲师；
● 1992年7月至1994年11月，大连理工大学应用数学系助教。
研究领域
组合数学
研究课题
● 乌云高娃(内蒙古大学)、赵凤珍等，“渐近计数方法的应用”，国家自然科学基金(2011-01至2013-12，批准号为11061020)。 
● 赵凤珍，“渐近方法在组合计数中的应用”，大连理工大学理科基金(2009-01至2010-12，4万元)。
● 赵凤珍、王颖，“组合恒等式与李超代数的研究”，大连理工大学青年教师培养基金(2003-01至2004-12，2万元)。
硕博研究方向
组合分析、渐近计数
出版著作和论文
● Feng-Zhen Zhao,Some recursive formulas related to inverse moments of the random variables with binomial-type distributions, Statistics and Probability Letters, 2012, Vol.82(7): 1290-1296.
● Feng-Zhen Zhao, On log-concavity of a class of generalized Stirling numbers, The Electronic Journal of Combinatorics, 2012, 
Vol.19(2): P11.
● Rui Liu(研究生) and Feng-Zhen Zhao, On the sums of reciprocal hyperfibonacci numbers and hyperlucas numbers, Journal of Integer Sequences, 2012, Vol.15(4): Article 12.4.5.
● Feng-Zhen Zhao, The log-convexity of Cauchy numbers, accepted by Journal of Indian Mathematical Society.
● Feng-Zhen Zhao and Wuyungaowa, Some results on a class of generalized harmonic numbers, Utilitas Mathematica, 2012, 
Vol.87: 65-78.
● Jin-Hua Yang(研究生) and Feng-Zhen Zhao, Values of a class of generalized Euler and Bernoulli numbers, Ars Combinatoria, 2011, Vol.98: 25-32.
● Ning-Ning Cao(研究生) and Feng-Zhen Zhao, Some properties of hyperfibonacci and hyperlucas numbers, Journal of Integer Sequences, 2010, Vol.13(8): Article 10.8.8.
● Feng-Zhen Zhao and Wuyungaowa, Some identities for Leibniz numbers, Ars Combinatoria, 2010, Vol.97: 225-239.
● Feng-Zhen Zhao, Some results for generalized Cauchy numbers, Utilitas Mathematica, 2010, Vol.82: 269-284. 
● Jin-Hua Yang and Feng-Zhen Zhao, The asymptotic expansions of certain sums involving inverse of binomial coefficient, International Mathematical Forum, 2010, Vol.5(no.13-16): 761-768.
● Chun-Xue Zhao (研究生) and Feng-Zhen Zhao, Asymptotic expansions of certain sums involving powers of binomial coefficients, Journal of Integer Sequences, 2010, Vol.13(4): Article 10.4.1.
● Cong-Jiao Feng (研究生) and Feng-Zhen Zhao, Some results for generalized harmonic numbers, Integers, The Electronic Journal of Combinatorial Number Theory, 2009, Vol.9(5): 605-619. 
● Feng-Zhen Zhao, Sums of products of Cauchy numbers, Discrete Mathematics, 2009, Vol.309(12): 3830-3842.
● Feng-Zhen Zhao, Some properties of associated Stirling numbers, Journal of Integer Sequences, 2008, Vol.11(1), Article 08.1.7. 
● Feng-Zhen Zhao and Ting Chen, The bounds of certain sums involving the degrees of a graph, Journal of Combinatorics, Information & System Sciences, 2007, Vol.32, No.1-4: 1-16.
● Jin-Hua Yang (研究生) and Feng-Zhen Zhao, Certain sums involving inverse of binomial coefficients and some integrals, Journal of Integer Sequences, 2007, Vol.10(8): Article 07.8.7. 
● Jin-Hua Yang (研究生) and Feng-Zhen Zhao, Sums involving the inverses of binomial coefficients, Journal of Integer Sequences, 2006, Vol.9(4): Article 06.4.2. 
● Feng-Zhen Zhao and Tianming Wang, Errata for: "Some identities involving the powers of the generalized Fibonacci numbers" [Fibonacci Quart. 41 (2003), no. 1, 7--12; MR1962275.], Fibonacci Quarterly, 2006, Vol.44(1): 3--6. 
● Feng-Zhen Zhao and Tianming Wang, The values of certain polynomials, Utilitas Mathematica, 2005, Vol.68: 63--70. 
● Feng-Zhen Zhao and Tianming Wang, The values of a class of series involving generalized Fibonacci and Lucas numbers, International Journal of Mathematical Education in Science and Technology, 2005, Vol.36(1): 43--47. 
● Feng-Zhen Zhao and Tianming Wang, Some results for sums of the inverses of binomial coefficients, Integers, Electronic Journal of Combinatorial Number Theory, 2005, Vol.5(1): A22. 
● Feng-Zhen Zhao and Tianming Wang, Values of Norlund Euler polynomials and Norlund Bernoulli polynomials, Comptes rendus mathématiques: Mathematical Reports, Canada, 2004, Vol.26(4): 97—101. 
● Feng-Zhen Zhao and Tianming Wang, Some new Rogers-Ramanujan type identities, Bulletin of the Allahabad Mathematical Society, 2004, Vol.19: 1--8. 
● B. Sury, Tianming Wang, and Feng-Zhen Zhao, Identities involving reciprocals of binomial coefficients, Journal of Integer Sequences, 2004, Vol.7(2): Article 04.2.8. 
● Feng-Zhen Zhao and Tianming Wang, A note on summation of certain reciprocals series involving the generalized Fibonacci and Lucas functions, The Fibonacci Quarterly, 2004, Vol.42(1): 66--69. 
● Feng-Zhen Zhao and Tianming Wang, Notes on a Rogers-Ramanujan type identity, The Indian Journal of Pure and Applied Mathematics, 2004, Vol.35(2): 177--182. 
● Feng-Zhen Zhao and Tianming Wang, Some identities involving the generalized Fibonacci and Lucas numbers, Ars Combinatoria, 2004, Vol.72: 311--318. 
● Feng-Zhen Zhao and Tianming Wang, Some results on generalized Fibonacci and Luacs numbers and Dedekind sums, The Fibonacci Quarterly, 2004, Vol.42(3): 250--255. 
● Feng-Zhen Zhao and Tianming Wang, The integrity of certain series, International Journal of Mathematical Education in Science and Technology, 2003, Vol.34(6): 913--919.
● Feng-Zhen Zhao and Tianming Wang, Notes on some Rogers-Ramanujan type identities, Journal of Indian Mathematical Society, 2003, Vol.70: 33--39.
● Feng-Zhen Zhao and Tianming Wang, Some identities involving the powers of the generalized Fibonacci numbers, Fibonacci Quart., 2003, Vol.41(1): 7--12. 
● 赵凤珍，Notes on certain series involving generalized Fibonacci and Lucas numbers, 应用数学，2003, 16(3): 99--103. 
● 赵凤珍，王天明，A note on the integrity of certain series, 数学研究与评论，2003, 23(1): 28--32.
● Zhao Fengzhen, Errata for: "The approximate values of certain series involving the powers of generalized Fibonacci and Lucas numbers" [J. Math. Study 35 (2002), no. 2, 158--161; MR1918911 (2003h: 11163a)], J. Math. Study 35 (2002), no. 3, 342. 
● 赵凤珍, The approximate values of certain series involving the powers of generalized Fibonacci and Lucas numbers, 数学研究，2002，35(2): 158--161.
● Feng-Zhen Zhao and Tianming Wang, Errata for: "Generalizations of some identities involving the Fibonacci numbers" [Fibonacci Quart. 39 (2001), no. 2, 165--167; 1829527]. Fibonacci Quart., 2001, Vol.39(5): 408. 
● Feng-Zhen Zhao and Tianming Wang, Some identities for the generalized Fibonacci and Lucas functions, The Fibonacci Quarterly, 2001, Vol.39(5): 436--438. 
● Feng-Zhen Zhao and Tianming Wang, Summation of certain reciprocal series related to the generalized Fibonacci and Lucas numbers, The Fibonacci Quarterly, 2001, Vol.39(5): 392--397.
● Fengzhen Zhao and Tianming Wang, Generalizations of some identities involving the Fibonacci numbers, The Fibonacci Quarterly, 2001, Vol.39(2): 165--167. 
● 赵凤珍，A note on certain series related to generalized Fibonacci and Lucas numbers, 数学研究，2000，33(3): 261--264. 
● 赵凤珍，与广义Fibonacci-Lucas数有关的一些级数的近似值，大连理工大学学报，2000，40(5): 512--514. 
● Feng-Zhen Zhao, The integrity of some infinite series, The Fibonacci Quarterly, 2000, Vol.38(5): 420--424. 
● Feng-Zhen Zhao, Notes on reciprocal series related to Fibonacci and Lucas numbers, The Fibonacci Quarterly, 1999, Vol.37(3): 254--257. 
● 赵凤珍，一类q-级数恒等式的新证法，数学研究与评论，1998, 18(3): 402--404. 
● 赵凤珍，牛凤文，两个Rogers-ramanujan恒等式的新证法，纯粹数学与应用数学，1997, 13(1): 121-123. 
● 赵凤珍，一类正定矩阵的性质，工科数学，1996, 12(1): 140--143. 
● 赵凤珍，一些Rogers-Ramanujan恒等式的广义形式，数学研究，1996, 29 (1): 84--86. 
● 赵凤珍，q-级数恒等式的一些注记，大连理工大学学报，1995, 35(3): 286--289.
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