|   |   Volume 39,Issue 5,2018 Table of Contents 
				     
				  
				  39  |  |   | Stochastic Maximum Principle for Forward-Backward Regime Switching Jump Diffusion Systems and Applications to Finance |  |    | Siyu LV and Zhen WU |  |    | 2018,39(5):773-790 [Abstract(1431)]  [View PDF 206.62 K (1873)] |  |    |  |   | Strong Laws of Large Numbers for Sublinear Expectation under Controlled 1st Moment Condition |  |    | Cheng  HU |  |    | 2018,39(5):791-804 [Abstract(1504)]  [View PDF 178.04 K (1690)] |  |    |  |   | Stability of the Equilibrium to the Boltzmann Equation with Large Potential Force |  |    | Xiuhui  YANG |  |    | 2018,39(5):805-816 [Abstract(1046)]  [View PDF 183.27 K (1602)] |  |    |  |   | Lie Triple Derivations on von Neumann Algebras |  |    | Lei  LIU |  |    | 2018,39(5):817-828 [Abstract(1062)]  [View PDF 142.71 K (1210)] |  |    |  |   | Constrained LQ Problem with a Random Jump and Application to Portfolio Selection |  |    | Yuchao  DONG |  |    | 2018,39(5):829-848 [Abstract(1458)]  [View PDF 232.79 K (1719)] |  |    |  |   | A ωn-Related Family of Homotopy Elements in the Stable Homotopy of Spheres |  |    | Xiugui LIU, Jianming XIAO and Da ZHENG |  |    | 2018,39(5):849-860 [Abstract(1561)]  [View PDF 159.89 K (1485)] |  |    |  |   | Biharmonic Maps from Tori into a 2-Sphere |  |    | Zeping WANG, Ye-Lin OU and Hanchun YANG |  |    | 2018,39(5):861-878 [Abstract(1251)]  [View PDF 211.86 K (1319)] |  |    |  |   | An Intrinsic Rigidity Theorem for Closed Minimal Hypersurfaces in S5 with Constant Nonnegative Scalar Curvature |  |    | Bing TANG and Ling YANG |  |    | 2018,39(5):879-888 [Abstract(1325)]  [View PDF 140.16 K (1531)] |  |    |  |   | Very Regular Solutions for the Landau-Lifschitz Equation with Electric Current |  |    | Gilles CARBOU and Rida JIZZINI |  |    | 2018,39(5):889-916 [Abstract(1002)]  [View PDF 256.61 K (1298)] |  |    |  |   | Measure Estimates of Nodal Sets of Polyharmonic Functions |  |    | Long  TIAN |  |    | 2018,39(5):917-932 [Abstract(1469)]  [View PDF 180.15 K (1401)] |  |    |  |   
		  
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