PUBLICATIONS

  • B. Q. Feng, How to Think ---Verifying an identity in trigonometry (JMM 2001 at New Orleans). The appendix of 三角等式证题法(Methods of proving trigonometric identity. First Edition, Harbin Institute of Technology Press, ISBN 978-7-5603-5363-0, May 2016, pp154-171.
  • Pei Jie and B. Q. Feng, Variations of fixed point theorem, begin from an IMO problem, Harbin Institute of Technology Press, ISBN 980-7-5603-4962-6, Jan 2015.

  • B. Q. Feng, “Matrix Inequalities” Thesis (ph. D.) --- Kent State University. 2001. 103pp. ISBN:978-0493-38474-0, ProQuest LLC MR2702535

  • The Mathematical Olympiad Committee of China (the writer: B. Q. Feng), “Summary of assigning the topics of 1987 Mathematical Olympiad of China”, Secondary Mathematics, Tianjin, China, No. 4, 1987.
  • B. Q. Feng, “On The Variations of Lomonosov’s Theorem”, (Chinese) Northeast Mathematics, Jilin, China, Vol. 1, (1986) No. 2, 192 – 196. MR 0834065 (87g: 47010).
  • B. Q. Feng, “Sets and inequalities”, Research of Teaching, Harbin, China, Vol. 2, 1978.
  • B. Q. Feng, “Sets and equalities”, Research of Teaching, Harbin, China, Vol. 1, 1978.
  • B. Q. Feng and Harbin 1st High School Group of Mathematics, “Exam should also make students learning vigorously, lively and initiatively”, Bulletin of Mathematics, Beijing, China, No. 12, 1965.
  • S. W. Wang, Y. T. Lou and B. Q. Feng, “On the solutions of the Hammerstein integral equations III”, Acta Mathematica Sinica, Vol. 15 (1965), pp.63-73. MR 0203532(34 #3382).
  • B. Q. Feng and Z. G. Yu, “Permutation on the circle”, Communication of Mathematics, Wuhan, China, 1958.

Books

  • B. Q. Feng and X. D. Ding, 三角等式证题法 (Methods of proving trigonometric identity. First edition, Harbin Institute of Technology Press, ISBN 978-7-5603-5363-0, May 2016.
  • B. Q. Feng and X. D. Ding, 代数等式证题法 (Methods of proving of algebraic identity. First edition, Harbin Institute of Technology Press, ISBN 978-7-5603-5371-5, May 2016.