Changjian Zhao
City:
Hangzhou
State/Province:
Zhejiang
Country:
China
Current Affiliation:
Department of Mathematics, China Jiliang University
Current Position:
Professor
Career Highlights:
2005-Professor of Mathematics, China Jiliang University.
1999-2004 Associate Professor, Binzhou University.
1993-1998 Lecturer, Binzhou Teachers College.
2002-2005 PHD study at Shanghai University.
2006 and 2008, Visiting Scholar, The University of Hong Kong.
2009-2011 Visiting Professor, Department of Mathematics, The University of Hong Kong.
1999-2004 Associate Professor, Binzhou University.
1993-1998 Lecturer, Binzhou Teachers College.
2002-2005 PHD study at Shanghai University.
2006 and 2008, Visiting Scholar, The University of Hong Kong.
2009-2011 Visiting Professor, Department of Mathematics, The University of Hong Kong.
Field of Research:
MATHEMATICAL SCIENCES - Pure Mathematics - Real and Complex Functions (incl. Several Variables)
Professional Memberships:
Editor of the Ootogon Mathematical Journal;
Editor of Theoretical Mathematics & Applications
Editor of Theoretical Mathematics & Applications
Notable Grants/Projects:
NSFC: National Natural Sciences Foundation of China(10791205/A010603).
ZNSFC: Zhejiang Natural Sciences Foundation of China(Y605065).
FEDZPC: Foundation of the Education Deparment of Zhejiang Province of China(20050392).
AMMYFSPC: The Academic Mainstay of Middle-age and Youth Foundation of Shandong Proving of China(200203).
ZNSFC: Zhejiang Natural Sciences Foundation of China(Y605065).
FEDZPC: Foundation of the Education Deparment of Zhejiang Province of China(20050392).
AMMYFSPC: The Academic Mainstay of Middle-age and Youth Foundation of Shandong Proving of China(200203).
Research Interests:
Convex Bodies Geometry, Geometric Inequalities and Analysis Inequalities,
Real and Complex Functions.
Real and Complex Functions.
Publication History:
[43] Zhao, Chang-jian, On radial and polar Blaschke-Minkowski homomorphisms, Proc. Amer. Math. Soc., in press.
[42] Zhao, Chang-jian, Radial Blaschke-Minkowski homomorphisms, Geom. Dedicata, in press.
[41] Zhao, Chang-jian, Cheng Lianying, W. S. Cheung, On some new Hilbert-type inequalities, Math. Slovaca, 2011,61 (1): 15-28.
[40] Zhao, Chang-jian, On Blaschke-Minkowski homomorphisms, Geom. Dedicata, 2010,149 (1): 373-378.
[39] Zhao Chang-Jian and Wing-Sum Cheung, Lp-mixed intersection bodies and star duality, Proc.Indian Acad.Sci.，2010，120(2) , 429-440.
[38] Zhao Chang-Jian and Wing-Sum Cheung, On new Hilbert-Pachpatte type integral inequalities, Taiwanese J. Math.，2010，14(4) , 1271-1282.
[37] Zhao, Chang-jian and B, Mihaly , The Aleksandrov-Fenchel type inequalities for volume differences, Balkan J. Geom. Appl, 2010, 15(1), 163-172.
[36] Zhao Chang-Jian and Wing-Sum Cheung, On Ostrowski-Type Inequalities for Higher-Order Partial Derivatives, J. Inequ. & Appl., 2010(2010), Art. ID 960672, 8 pages.
[35] Zhao Chang-Jian, Chen Lianying and Wing-Sum Cheung, On Hilbert-Pachpatte multiple ntegral inequalities, J. Inequ. & Appl., 2010(2010), Art. ID 820857, 7 pages.
[34] Chen Lianying, Zhao Chang-Jian, On Lyapunov-Type Inequalities for Two-Dimensional Nonlinear Partial Systems, J. Inequ. & Appl., 2010(2010), Art. ID 504982, 12 pages.
[33] Zhao Changjian. J. ,On new Hilbert-Pachpatte type integral inequalities, Taiwanese J. Math., 2010，14（4），1271-1282.
[32] Zhao, Chang-jian and B, Mihaly , On some new dicrete inequalities, Analele Univ.Oradea, 2010, XVII (2), 167-172.
[31] Zhao Chang-jian, On the lower bound of $W_{i}(K)W_{i}(K*)$, Science in China, (Series.A)，2010, 40(6),611-620.
[30] Zhao C. J., On intersection and mixed intersection bodies, Geometriae Dedicata, 2009, 141, 109-122.
[29] Zhao C. J. and Cheung S. W., On Inverse Hilbert Inequalities, J. Iequ. & Appl.,Vol. 2008(2008),Aticle ID 38347, 7 pages.
[28] Zhao C. J. , Lp-mixed intersection bodies, Science in China, (Series.A)，2008, 51(10),1380-1395.
[27] Zhao C. J. , Lp-Dual Quermassintegral Sums, Science in China,(Series.A)，2007, 50(9),1347-1360.
[26] Zhao C. J. , Lp-Dual Quermassintegral Sums, Science in China,(Series.A)，2007，37（8），955-966(in chinese).
[25] Zhao C. J. and Cheung S. W., Lp-Aleaksandrov-Fenchel Inequalities, J. Math. Anal. Appl.,2007,336,205-212.
[24]Zhao C. J. and L. Debnath, Periodic Predator-Prey System With Time Delays, J. Math. Anal. Appl., 2007, 331,978-985.
[23] S-W Cheung and Zhao C. J., On Opial-type integral inequalities,J. Iequ. & Appl., Vol. 2007(2007),Aticle ID 38347, 15 pages.
[22] Zhao C.J.and Cheung S.W.,Equivalence Form of the Brunn-Minkowski inequality for Volume Differences,J.Korean Math.Soc.,2007,45(6),1373-1381.
[21] Zhao C. J. and Leng G. S., On relations of classical convex geometric inequalities, Acta Math. Sci.,2007，27（1）：116-120.
[20] Zhao C.J.and Leng G.S,On polars of mixed projection bodies,J.Math.Anal.Appl,2006,316(2)：664-678.
[19] Zhao C.J.,Pecaric J.and Leng G.S,Inverses of some new inequalities similar to Hilbert’sinequalities,Taiwanese Math.J,2006,10(3)：95-104.
[18] Zhao C. J., He B. W. and et al, On polars of projection bodies and centroid bodies, Acta Math. Sin, 2006，49（3）：679-686.
[17] Zhao C. J. and Cheung S. W., On p-Quermassintegral Differences Function, Proc. Indian Acad. Sci. (Math. Sci.), 2006, 116 (2)：221-231.
[16] Zhao C. J. and S-W Cheung, Inverses of new Hilbert-Pachpatte-type inequalities, J. Iequ. & Appl., Vol. 2006(2006),Aticle ID 38347, 15 pages.
[15] Zhao C.J.and Leng G.S,Lp-Dual Brunn-Minkoski type inequalities, Proceedings of the International Conference: Integral Geometry and Convexity, Singapore,World Scientific, 2005，189-197.
[14] Zhao C.J.and Leng G.S,Brunn-Minkowski inequalities for mixed intersection bodes,J. Math.Anal.Appl.,2005,301(1)：115-123.
[13] Zhao C. J. and Leng G. S., Equivalence properties of some classical inequalities for convex bodies geometry, Acta Math. Sin, 2005，48（2）：347-354.
[12] Zhao C. J. and Leng G. S., Inequalities for dual quermassintegrals of mixed intersection bodies, Proc. Indian Acad. Sci. (Math. Sci.), 2005, 115 (1)：79-91.
[11] Zhao C. J.，Pecaric J. and Leng G. S., On dual Brunn-Minkoski inequalities, Math. Ineq. & Appl., 2005, 8 (2)：357-363.
[10] Zhao C.J.,Leng G.S and Debnath L.,Some new Brunn-Minkwski-type inequalities in convex bodies,Inter.J.Math & Math.Sci.,2005,2005(6):895-915.
[9] Zhao C. J. and Leng G. S., Width-integrals of projection bodies and affine surface area, Chinese Annal. Math.(Ser. A), 2005，26 (2)： 275-282.
[8] Zhao C. J. and Leng G. S., The Aleksandrov-Fenchel inequalities and applications，Chinese Anna. Math.（Ser. A），2005，26（4）： 585-594.
[7] Leng G. S., Zhao C. J., He B. W. et al, Inequalitis for polars of mixed projection bodies,Sci.China(Ser.A ),2004,47(2)：175-186.
[6] Zhao C. J., On inverses of disperse and continuous Pachpatte's inequalities, Acta Math. Sin.(Ser. A), 2003, 46（6）：1111-1116.
[5] Zhao C. J. and Wang, K., On Positive Periodic Solutions of A Delayed Model in Population,Appl.Math.Letters,2003，16（4）：561-565.
[4] Debnath L. and Zhao C. J., On New Strengtheneds Jordan’s Inequality And its Applications,Appl.Math.Letters, 2003, 16(4)：557-560.
[3] Zhao C. J. and Debnath L., Discrete Analogues of Some New Inverse Type Hilbert Integral Inequalities, Indian J. Pure Appl. Math., 2002, 33 (12)： 1857-1865.
[2] Zhao C. J. and Wang K., On the Existence of Positive Periodic Solutions of a delay Logistic Equation, Bull Polish.Acad.Sci, 2002，50 (2)，155-160.
[1] Zhao C. J. and Debnath L., Some New Inverse Type Hilbert Integral Inequalities, J. Math. Anal. Appl., 2001，262(1)： 411-418.
[42] Zhao, Chang-jian, Radial Blaschke-Minkowski homomorphisms, Geom. Dedicata, in press.
[41] Zhao, Chang-jian, Cheng Lianying, W. S. Cheung, On some new Hilbert-type inequalities, Math. Slovaca, 2011,61 (1): 15-28.
[40] Zhao, Chang-jian, On Blaschke-Minkowski homomorphisms, Geom. Dedicata, 2010,149 (1): 373-378.
[39] Zhao Chang-Jian and Wing-Sum Cheung, Lp-mixed intersection bodies and star duality, Proc.Indian Acad.Sci.，2010，120(2) , 429-440.
[38] Zhao Chang-Jian and Wing-Sum Cheung, On new Hilbert-Pachpatte type integral inequalities, Taiwanese J. Math.，2010，14(4) , 1271-1282.
[37] Zhao, Chang-jian and B, Mihaly , The Aleksandrov-Fenchel type inequalities for volume differences, Balkan J. Geom. Appl, 2010, 15(1), 163-172.
[36] Zhao Chang-Jian and Wing-Sum Cheung, On Ostrowski-Type Inequalities for Higher-Order Partial Derivatives, J. Inequ. & Appl., 2010(2010), Art. ID 960672, 8 pages.
[35] Zhao Chang-Jian, Chen Lianying and Wing-Sum Cheung, On Hilbert-Pachpatte multiple ntegral inequalities, J. Inequ. & Appl., 2010(2010), Art. ID 820857, 7 pages.
[34] Chen Lianying, Zhao Chang-Jian, On Lyapunov-Type Inequalities for Two-Dimensional Nonlinear Partial Systems, J. Inequ. & Appl., 2010(2010), Art. ID 504982, 12 pages.
[33] Zhao Changjian. J. ,On new Hilbert-Pachpatte type integral inequalities, Taiwanese J. Math., 2010，14（4），1271-1282.
[32] Zhao, Chang-jian and B, Mihaly , On some new dicrete inequalities, Analele Univ.Oradea, 2010, XVII (2), 167-172.
[31] Zhao Chang-jian, On the lower bound of $W_{i}(K)W_{i}(K*)$, Science in China, (Series.A)，2010, 40(6),611-620.
[30] Zhao C. J., On intersection and mixed intersection bodies, Geometriae Dedicata, 2009, 141, 109-122.
[29] Zhao C. J. and Cheung S. W., On Inverse Hilbert Inequalities, J. Iequ. & Appl.,Vol. 2008(2008),Aticle ID 38347, 7 pages.
[28] Zhao C. J. , Lp-mixed intersection bodies, Science in China, (Series.A)，2008, 51(10),1380-1395.
[27] Zhao C. J. , Lp-Dual Quermassintegral Sums, Science in China,(Series.A)，2007, 50(9),1347-1360.
[26] Zhao C. J. , Lp-Dual Quermassintegral Sums, Science in China,(Series.A)，2007，37（8），955-966(in chinese).
[25] Zhao C. J. and Cheung S. W., Lp-Aleaksandrov-Fenchel Inequalities, J. Math. Anal. Appl.,2007,336,205-212.
[24]Zhao C. J. and L. Debnath, Periodic Predator-Prey System With Time Delays, J. Math. Anal. Appl., 2007, 331,978-985.
[23] S-W Cheung and Zhao C. J., On Opial-type integral inequalities,J. Iequ. & Appl., Vol. 2007(2007),Aticle ID 38347, 15 pages.
[22] Zhao C.J.and Cheung S.W.,Equivalence Form of the Brunn-Minkowski inequality for Volume Differences,J.Korean Math.Soc.,2007,45(6),1373-1381.
[21] Zhao C. J. and Leng G. S., On relations of classical convex geometric inequalities, Acta Math. Sci.,2007，27（1）：116-120.
[20] Zhao C.J.and Leng G.S,On polars of mixed projection bodies,J.Math.Anal.Appl,2006,316(2)：664-678.
[19] Zhao C.J.,Pecaric J.and Leng G.S,Inverses of some new inequalities similar to Hilbert’sinequalities,Taiwanese Math.J,2006,10(3)：95-104.
[18] Zhao C. J., He B. W. and et al, On polars of projection bodies and centroid bodies, Acta Math. Sin, 2006，49（3）：679-686.
[17] Zhao C. J. and Cheung S. W., On p-Quermassintegral Differences Function, Proc. Indian Acad. Sci. (Math. Sci.), 2006, 116 (2)：221-231.
[16] Zhao C. J. and S-W Cheung, Inverses of new Hilbert-Pachpatte-type inequalities, J. Iequ. & Appl., Vol. 2006(2006),Aticle ID 38347, 15 pages.
[15] Zhao C.J.and Leng G.S,Lp-Dual Brunn-Minkoski type inequalities, Proceedings of the International Conference: Integral Geometry and Convexity, Singapore,World Scientific, 2005，189-197.
[14] Zhao C.J.and Leng G.S,Brunn-Minkowski inequalities for mixed intersection bodes,J. Math.Anal.Appl.,2005,301(1)：115-123.
[13] Zhao C. J. and Leng G. S., Equivalence properties of some classical inequalities for convex bodies geometry, Acta Math. Sin, 2005，48（2）：347-354.
[12] Zhao C. J. and Leng G. S., Inequalities for dual quermassintegrals of mixed intersection bodies, Proc. Indian Acad. Sci. (Math. Sci.), 2005, 115 (1)：79-91.
[11] Zhao C. J.，Pecaric J. and Leng G. S., On dual Brunn-Minkoski inequalities, Math. Ineq. & Appl., 2005, 8 (2)：357-363.
[10] Zhao C.J.,Leng G.S and Debnath L.,Some new Brunn-Minkwski-type inequalities in convex bodies,Inter.J.Math & Math.Sci.,2005,2005(6):895-915.
[9] Zhao C. J. and Leng G. S., Width-integrals of projection bodies and affine surface area, Chinese Annal. Math.(Ser. A), 2005，26 (2)： 275-282.
[8] Zhao C. J. and Leng G. S., The Aleksandrov-Fenchel inequalities and applications，Chinese Anna. Math.（Ser. A），2005，26（4）： 585-594.
[7] Leng G. S., Zhao C. J., He B. W. et al, Inequalitis for polars of mixed projection bodies,Sci.China(Ser.A ),2004,47(2)：175-186.
[6] Zhao C. J., On inverses of disperse and continuous Pachpatte's inequalities, Acta Math. Sin.(Ser. A), 2003, 46（6）：1111-1116.
[5] Zhao C. J. and Wang, K., On Positive Periodic Solutions of A Delayed Model in Population,Appl.Math.Letters,2003，16（4）：561-565.
[4] Debnath L. and Zhao C. J., On New Strengtheneds Jordan’s Inequality And its Applications,Appl.Math.Letters, 2003, 16(4)：557-560.
[3] Zhao C. J. and Debnath L., Discrete Analogues of Some New Inverse Type Hilbert Integral Inequalities, Indian J. Pure Appl. Math., 2002, 33 (12)： 1857-1865.
[2] Zhao C. J. and Wang K., On the Existence of Positive Periodic Solutions of a delay Logistic Equation, Bull Polish.Acad.Sci, 2002，50 (2)，155-160.
[1] Zhao C. J. and Debnath L., Some New Inverse Type Hilbert Integral Inequalities, J. Math. Anal. Appl., 2001，262(1)： 411-418.
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