How many buses can I take to the Municipal Service Center

bus route: No.366 → no.305a → no.801, the whole journey is about 43.0km

1. Walk about 50m from Pihua road to Taiqing intersection station

2. Take No.366, pass 3 stops to Pihua intersection station

3. Walk about 500m to xiwaijie station

4. Take no.305a, pass 11 stops to Jinsha bus station

5. Walk about 80m, Arrive at Jinsha bus stop

6, take bus 801, pass 23 stops, arrive at Yizhou Avenue Jinyue West Road Station

7, walk about 640 meters, and reach the w area of global center

Starting time course name teaching object
September 1994 July 1995 Advanced Algebra (I), (II) mathematics department and probability and Statistics Department grade 94
September 1995 July 1996 Advanced Algebra (I), (II) mathematics department and probability and Statistics Department grade 95
September 1996 July 1997 advanced algebra (I), (II) mathematics college grade 96
September 1997 July 1998, (2) Class 1 and class 2, grade 97, School of mathematics
September 1997 January 1998 graate student, School of group representation mathematics
September 1998 January 1999 graate student, School of group representation mathematics
September 1998 January 1999 graate class, School of abstract algebra mathematics
February 1999 July 1999 graate student, class 3, Grade 98, School of Advanced Algebra (II) School of Mathematics Class 4
from September 1999 to July 2000, advanced algebra (I), (II) class 1 and class 2, Grade 99, College of mathematics
from February 2000 to July 2000, graate class, College of modern mathematics and information mathematics
from September 2000 to July 2001, advanced algebra (I), (II) class 1 and class 2, grade 00, College of mathematics
from September 2001 to July 2002, advanced algebra (I), (II) class 1 and class 2, grade 01, College of mathematics Class 2
from September 2002 to January 2003, graate students of School of abstract algebra Mathematics (grade 00, grade 01, Grade 99, etc.)
from February 2003 to June 2003, graate students of School of group representation Mathematics (grade 00, grade 01, Grade 99, etc.), From February 2003 to June 2003, the national defense graate class of Peking University was designed by combination design
from September 2003 to January 2004, the national defense graate class of Peking University was designed by finite groups
from February 2004 to June 2004, the national defense graate class of Peking University was designed by combination design
from September 2004 to June 2005, the national defense graate class of Peking University was designed by finite groups
from February 2004 to June 2004, the national defense graate class of Peking University was designed by combination design; Solving the multiplier conjecture for the case of n = 3P ^ R, science in China (Series A), 45 (9), 2002, 1117-1134. (SCI)
a theory for studying the multiplier conjecture and its applications, J. Statistical Planning and Inference, 94(2), 2001, 303-312. (SCI)
A Character approach to the multiplier conjecture and new results for the case n = 3n_ 1, J. Combinatorial Designs, 5(2), 1997, 81-93. (SCI)
New progress on the multiplier conjecture, J. Statistical Planning and Inference, 51, 1996, 243-259. (SCI)
A method of studying the multiplier conjecture and sume partial solutions for it, Ars Combinatoria, 39, 1995, 5-23. (SCI)
A necessary condition on the existence of abelian difference sets, Descrete Mathematics, 137, 1995, 383-386. (SCI)
Further results on the multiplier conjecture for the case n = 2n_ 1 (I), J. Combin. Math. Combin. Computing, 20, 1996, 27-31.
The multiplier conjecture for the case n = 4n_ 1, J. Combinatorial Designs, 3(6), 1995, 393-397.
The multiplier conjecture for elementary abelian groups, J. Combinatorial Designs, 2(3), 1994, 117-129.
On the multiplier conjecture, Acta Mathematicae Sinica, 10(1), 1994, 49-58.
Multiplier conjecture and multiplier theorems for non-abelian difference sets, Processing of combinatorics and graph theory, Vol.1, 1995, 332-342
self orthogonal idea in group algebra, Journal of Peking University (NATURAL SCIENCE EDITION), 37 (3), 2001, 294-296
a class of error detection coding schemes, Journal of Peking University (NATURAL SCIENCE EDITION), 37 (1), 2001, 1-5.
a class of combinatorial functions for Sequence Ciphers (cooperating with Qiu Wein), Journal of Longyan Teachers College, 18 (3), 2000, 1 -- 5.
difference sets and quasi perfect sequences in Ciphers (cooperating with Qiu Wein), Journal of Longyan Teachers College, 19 (3), 2001, 1 -- 5.
promoting the multiplier theory using the representation theory of groups, northern math. J., 9 (2), 1993, 169-172
irrecible representations of groups related to minimal non supersolvable groups, Journal of Peking University (NATURAL SCIENCE EDITION), 26 (5), 1990, 592-601
Application of trace type to semisimple algebra and group representation theory, Journal of Peking University (NATURAL SCIENCE EDITION), 26 (3), 1990, 281-289
on TDP permutations, Acta math. Applicatae Sinica, 4 (3), 1988, 269-274
a method for determining isocentric subgroups of finite groups, mathematics quarterly, 3 (2), 1988, 47-52
the equicentralizer subgroups of the metabolic p-groups, Journal of Peking University (NATURAL SCIENCE EDITION), 24 (5), 1988, 637-640
an equivalent representation of the Mathieu group M_ 11 and its equicentralizer subgroups, northern math. J., 4 (1), 1988, 90-100
the automorphism group of the Hadamard design 2 - (11,5,2) and its equicentralizer subgroups, northern math. J., 3 (3), 1987, 310-316
one fold difference permutation, Journal of Peking University (NATURAL SCIENCE EDITION), 5, 1986, 37-47
n Queen's problem, Journal of mathematics, 6 (2), 1986, 117-130
the number of n-ary total difference permutations, science bulletin, 30 (22), 1985, 1756-1757
combined with soil rapid testing, the application of orthogonal design in rational fertilization experiment of wheat, mathematical practice and understanding, 1, 1976, 11-14
fundamentals of abstract algebra, 200000 words, higher ecation press, July 15, 2003, national planning textbook Higher Algebra (Second Edition), Volume II, 270000 words, Higher ecation press, July 2003
the tenth five year national planning textbook Higher Algebra (Second Edition) Volume I, 240000 words, higher ecation press, July 2002
concise linear algebra, 290000 words, Peking University Press, February 2002
representation theory of finite groups and compact groups, 275000 words, Peking University Press, December 1997
national key textbook Higher Algebra (Volume II), 350000 words, higher ecation press; December 1996
national key textbook Higher Algebra (Volume I), 280000 words, higher ecation press; June 1996
analytic geometry (Second Edition), 260000 words, Peking University press, In October 1996,
lecture notes on Advanced Algebra (Part I), 225000 words, Peking University Press, May 1983 (awarded as national best-selling book (mathematics class) in 1994)
edited the national planning textbook "Mathematics (Basic Edition) Volume 3", 180000 words, higher ecation press, July 2003,
edited the national planning textbook "Mathematics (Basic Edition) Volume 2", 370000 words, Higher ecation press, July 2002
edited the national planning textbook "Mathematics (Basic Edition) Volume 1", 360000 words, higher ecation press, June 2001
edited "Mathematics (Basic Edition) Volume 2 teaching reference book", 270000 words, higher ecation press, December 2002
edited "Mathematics (Basic Edition) Volume 1 teaching reference book", 230000 words, Higher ecation press, September 2001
executive editor in chief of compulsory ecation curriculum standard experimental textbook "Mathematics (seventh grade volume 1)", 190000 words, Hunan Ecation Press, June 2003
editor in chief of Ministry of ecation planning textbook "Mathematics (Volume 3)", 210000 words, higher ecation press, July 1999
editor in chief of Ministry of ecation planning textbook "Mathematics (Volume 2)", 170000 words, Higher ecation press, September 1998
editor in chief of the Ministry of ecation planning textbook "Mathematics (Volume I)", 360000 words, higher ecation press, first edition in July 1997, second edition in July 1999
editor in chief of "Mathematics Teaching Reference Book Volume I", 337000 words, higher ecation press, May 1999
main translation "Learning Linear Algebra with maple V", higher ecation press, Springer press, August 2001,
translated "one hundred years of group representation theory (I)", mathematics Yilin, 1999, issue 1,
co translated "everyone cares about the future of mathematics ecation", world book publishing company, December 1993,
co translated "introction to Algebra (Volume I, Volume II)", higher ecation press, 1988,
co translated "concise British network book (volume 1-10)", Big network encyclopedia press, 1985-1986,
"carry out the teaching reform of key basic courses to improve the teaching quality of Higher Algebra in the 21st century", higher ecation forum, 1997, issue 3, 38-42,
"integrating quality ecation into teaching materials", mathematics bulletin, 1999, issue 2, 3-5,
"pay attention to the cultivation of scientific thinking mode", mathematics bulletin, 2000, issue 1, 14-16
National Planning textbooks for Secondary Vocational Ecation & lt; Mathematics (Basic Edition) Volume 1 & gt; Preface, mathematics bulletin, 2002, issue 5, 29-31
training high-quality workers with scientific thinking mode, vocational ecation forum, 2002, issue 16, 28
training high-quality workers with scientific thinking mode; Mathematics (Basic Edition) & gt; Brief introction, China Ecation Daily, July 8, 2002, Second Edition
some reforms of mathematics teaching content system in high schools and secondary vocational schools, mathematics bulletin, 2003, issue 4, 42-43
a note on perfect arrays, Xiwang Cao and Weisheng Qiu, IEEE signal processing letters, Vol.11, No.4, April, 2004, 435-438, (SCI)
the symmetry groups of nonlinear criteria, Li Dan and Qiu Weisheng, Journal of systems science and complexity, Vol.17, No.1, Jan., 2004, 28-32
editor in Chief & lt; Mathematics (Basic Edition) Volume 3 teaching reference book & gt;, 130000 words, higher ecation press, February 2004
executive editor in chief of compulsory ecation curriculum standard experimental textbook mathematics (seventh grade volume II), 200000 words, Hunan Ecation Press, December 2003
executive editor in chief of compulsory ecation curriculum standard experimental textbook mathematics (eighth grade volume I), 155000 words, Hunan Ecation Press, In July 2003,
editor in chief of compulsory ecation curriculum standard experimental textbook mathematics (eighth grade volume II), 190000 words, Hunan Ecation Press, in December 2004,
editor in chief of compulsory ecation curriculum standard experimental textbook mathematics (ninth grade volume I), 190000 words, Hunan Ecation press, in June 2005,
editor in chief of national planning textbook mathematics (Basic Edition) Volume I (Revised Edition), 430000 words, higher ecation press, June 2005
editor in chief of Mathematics (Basic Edition) Volume I teaching reference book (Revised Edition), 230000 words, higher ecation press, June 2005
editor in chief of national planning textbook supporting teaching book "junior high school mathematics knowledge tutorial textbook", 630000 words, higher ecation press, In July 2005,
edited "Higher Algebra Learning Guide (Volume I)", 662000 words, Tsinghua University Press, July 2005,
"the concept and practice of teaching reform of algebra Series Courses", Chinese university teaching, 2005, issue 6, 19-21,
"the concept and practice of teaching reform of university mathematics", Proceedings of International Symposium of Chinese universities, July 2005, 897-899
quasi perfect sequences and Hadamard difference sets, in collaboration with OOMs, algebra colloquium, Vol.12, No.4, 2005635-644. (SCI)
construction and enumeration of periodic quasi perfect sequences and multiplier groups of cyclic Hadamard (II) type difference sets, in collaboration with CAI Kai, Journal of Peking University (NATURAL SCIENCE EDITION), Vol.41, No.1, Jan., 2005, From January 1989 to December 1991, finite group, permutation group and combinatorial structure were supported by National Natural Science Foundation of China (NSFC).
from January 1994 to December 1996, difference set and multiplier conjecture were supported by NSFC.
from January 1998 to December 1998, difference set and group represent NSFC projects.
from January 1999 to December 2003 Representation theory and algebraic combinatorial theory of moon groups and algebras