Publications

Journal Papers

  1. Jing Yang and Wei Yang*: A Basis-preserving Algorithm for Computing the Bezout Matrix of Newton Polynomials. Journal of Systems Science and Complexity, accepted
  2. Gangqiang Zhang, Jingjing Hu, Jing Yang, Pengfei Zhang*: Interactive Streaming Feature Selection Based on Neighborhood Rough Sets. Engineering Applications of Artificial Intelligence, 139(A), January 2025: 109479
  3. Weidong Wang and Jing Yang*: Subresultants of Several Univariate Polynomials in Newton Basis. Journal of Symbolic Computation, 128, May-June 2025:102378
  4. Jiaqi Meng, Weidong Wang and Jing Yang*: Generalized Hankel Subresultants for Several Univariate Polynomials (in Chinese). Applied Mathematics, 37(4): 982-995 (2024)
  5. Hoon Hong and Jing Yang*: Parametric "Non-nested" Discriminants for Multiplicities of Univariate Polynomials. Science China Mathematics, 67(8): 1911–1932 (2024)
  6. Xiang Lan and Jing Yang*: Computing the Greatest Common Divisor of a Polynomial System with Generalized Subresultants and Modular Arithmic (in Chinese). Journal of Systems Science and Mathematical Sciences, 43(6): 1647-1662 (2023)
  7. Jing Yang* and Chee K. Yap: On mu-Symmetric Polynomials. Journal of Algebra and Its Applications, 21(12), 2250233:1-33 (2022)
  8. Tongtong Shang, Jing Yang and Guoji Tang*. Generalized Polynomial Complementarity Problems over a Polyhedral Cone. Journal of Optimization Theory and Applications, 192 (2): 443-483 (2022)
  9. Hoon Hong and Jing Yang*: A condition for multiplicity structure of univariate polynomials. Journal of Symbolic Computation, 104: 523-538 (2021)
  10. Dongming Wang and Jing Yang*: The Second Discriminant of a Univariate Polynomial. Science China Mathematics, 64(6): 1157-1180 (2021)
  11. Hoon Hong, Dongming Wang and Jing Yang*: A Framework for Improving Uniformity of Parameterizations of Curves. Science China Information Sciences 56(10) 108101:1-108101:22 (2013)
  12. Jing Yang*, Dongming Wang and Hoon Hong: Improving Angular Speed Uniformity by Reparametrization. Computer Aided Geometric Design 30(7): 636-652 (2013)

Conference Papers

  1. Bo Huang, Dongming Wang and Jing Yang: Jacobi Stability Analysis for Systems of ODEs Using Symbolic Computation. In: Proceedings of the 2024 International Symposium on Symbolic and Algebraic Computation (ISSAC 2024, Hauenstein, J., Lee, W.-S., Chen, S., eds) (Raleigh, US, July 16-19, 2024), ACM, New York, NY, United States, 2024.
  2. Hoon Hong, Dongming Wang and Jing Yang*: Improving Angular Speed Uniformity by Piecewise Radical Reparameterization. In: Proceedings 14th International Conference on Automated Deduction in Geometry (ADG 2023, Pedro Quaresma and Zoltán Kovács, eds) (Belgrade, Serbia, September 20-22th, 2023), Electronic Proceedings in Theoretical Computer Science 398, pp. 165–178.
  3. Weidong Wang and Jing Yang*: Two Variants of Bezout Subresultants for Several Univariate Polynomials. In: Proceedings of Computer Algebra in Scientific Computing (CASC 2023, Boulier, F., England, M., Kotsireas, I., Sadykov, T.M., Vorozhtsov, E.V., eds). LNCS 14139, Springer Nature Switzerland AG 2023, pp.350-369.
  4. Ilias S. Kotsireas, Youtong Liu and Jing Yang*: PAF Reconstruction via Runs. In: Proceedings of the 21th International Workshop on Computer Algebra in Scientific Computing (CASC 2019) (Moscow, Russia, August 26-30, 2019), LNCS 11661, Springer Nature Switzerland AG 2019, pp. 315-329.
  5. Ilias S. Kotsireas and Jing Yang*: Autocorrelation via Runs. In: Artificial Intelligence and Symbolic Computation (AISC 2018) (J. Fleuriot, D. Wang, and J. Calmet, eds.), LNCS 11110, Springer Nature, Switzerland, 2018, pp. 195-205.
  6. Xiaoyu Chen*, Haotian Shuai, Dongming Wang and Jing Yang: LaText: A Linear Algebra Textbook System. In: Artificial Intelligence and Symbolic Computation (AISC 2018) (J. Fleuriot, D. Wang, and J. Calmet, eds.), LNCS 11110, Springer Nature, Switzerland, 2018, pp. 209-214.
  7. Jing Yang* and Chee K. Yap: On mu-Symmetric Polynomials and D-plus. In: 6th Int'l Congress on Mathematical Software (ICMS 2018) (J. H. Davenport et al. eds.), LNCS 10931, Springer International Publishing AG, 2018, pp. 482–491.
  8. Jing Yang*, Dongming Wang and Hoon Hong: ImUp: A Maple Package for Uniformity-Improved Reparameterization of Plane Curves. In: Proceedings of the Tenth Asian Symposium on Computer Mathematics (ASCM 2012) (Beijing, China, October 26-28, 2012), Springer-Verlag, Berlin Heidelberg, 2014, pp. 437-451.
  9. Jing Yang*, Dongming Wang and Hoon Hong: Improving Angular Speed Uniformity by C¹ Piecewise Reparameterization. In: Automated Deduction in Geometry (T. Ida and J. Fleuriot, eds.), LNAI 7993, Springer-Verlag, Berlin Heidelberg, 2013, pp. 33-47.
  10. Jing Yang*, Dongming Wang and Hoon Hong: Improving Angular Speed Uniformity by Optimal C⁰ Piecewise Reparameterization. In: Proceedings of the 14th International Workshop on Computer Algebra in Scientific Computing (CASC 2012) (Maribor, Slovenia, September 3-6, 2012), LNCS 7442, Springer-Verlag, Berlin Heidelberg, 2012, pp. 349-360.

Books and Special Issues

  1. Dongming Wang, Chenqi Mou, Xiaoliang Li, Jing Yang, Meng Jin and Yanli Huang: Polynomial Algebra (in Chinese). Higher Education Press, Beijing, 2011.
  2. Xiaoyu Chen, Hongbo Li and Jing Yang: Automated Deduction in Geometry - Special Focus of Mathematics in Computer Science. Birkhäuser/Springer, Basel, 2020.
  3. J. Rafael Sendra, Dongming Wang and Jing Yang: Geometric Computation - Special issue of Mathematics in Computer Science. Birkhäuser/Springer, Basel, 2016.

Preprints

  1. Hoon Hong, Jiaqi Meng* and Jing Yang: A Generalization of Habicht's Theorem for Subresultants of Several Univariate Polynomials. arXiv: 2409.12727
  2. Hoon Hong and Jing Yang*: Computing Greatest Common Divisor of Several Parametric Univariate Polynomials via Generalized Subresultant Polynomials. arXiv: 2401.00408
  3. Jing Yang and Wei Yang*: Bezout Subresultants for Univariate Polynomials in General Basis. arXiv: 2305.03906
  4. Jing Yang* and Chee K. Yap: The D-plus Discriminant and Complexity of Root Clustering. arXiv: 2105.03856
  5. Hoon Hong and Jing Yang*: Subresultant of several univariate polynomials. arXiv:2112.15370
  6. Hoon Hong and Jing Yang*: A Condition for Multiplicity Structure of Univariate Polynomials. arXiv: 2001.02388v1

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