[1]Tong Lining and Yuan Hongjun , Classical Solutions to Navier-Stokes Equations for nonhomogeneous Incom- pressible fluid with non-negative densities. Journal of Mathematical Analysis and Applications,362(2010), 476-504.
[2]袁洪君, 佟丽宁，带有非线性源的以有限Radon测度为初值的拟线性双曲方程的BV解.数学物理学报，2010 ,Vol. 30 (1): 54-70
[3]Tong Lining, Yuan Hongjun，BV Solutions for The Quasilinear Hyperbolic Equation with Nonlinear Source and Finite Borel Measure as Initial Conditions.Chinese Journal of Contemporary Mathe matics,2008 ,Vol.29 No.4,391-400.
[4]佟丽宁，袁洪君一类带有非线性源并以有限Borel测度为初值的非线性双曲方程的BV解.数学年刊,29 A（2008）,(5),643-650.
[5]袁洪君,佟丽宁,一类带有真空的不可压Navier－Stokes方程组的局部古典解.吉林大学学报(理学版),2007, Vol.45 No.3,381-382.
[6] Yuan Hongjun and Tong Lining, BV Solutions for The Cauchy Problem of a Quasilinear Hyperbolic Equation withσ- Finite Borel Measure and Nonlinear Source, J.Math.Anal.Appl.311(2005),715-735.