Hening, Alexandru Assistant Professor

academic article

• Hening, A., Nguyen, D. H., Nguyen, N., & Watts, H. (2023). RANDOM SWITCHING IN AN ECOSYSTEM WITH TWO PREY AND ONE PREDATOR. SIAM Journal on Mathematical Analysis.  55(1), 347-366.
  
• E., L., & Hening, A. (2022). Optimal sustainable harvesting of populations in random environments. Stochastic Processes and their Applications.  150, 678-698.
  
• Hening, A., Tran, K. Q., & Ungureanu, S. C. (2022). The effects of random and seasonal environmental fluctuations on optimal harvesting and stocking. Journal of Mathematical Biology.  84(6), 41.
  
• Hening, A., Nguyen, D. H., & Schreiber, S. J. (2022). A classification of the dynamics of three-dimensional stochastic ecological systems. Annals of Applied Probability.  32(2),
  
• Cohen, A., Hening, A., & Sun, C. (2022). OPTIMAL ERGODIC HARVESTING UNDER AMBIGUITY. SIAM Journal on Control and Optimization.  60(2), 1039-1063.
  
• Du, N. H., Hening, A., Nguyen, D. H., & Yin, G. (2021). Dynamical systems under random perturbations with fast switching and slow diffusion: Hyperbolic equilibria and stable limit cycles. Journal of Differential Equations.  293, 313-358.
  
• Hening, A., & Li, Y. (2021). Stationary distributions of persistent ecological systems. Journal of Mathematical Biology.  82(7), 64.
  
• Hening, A., Nguyen, D. H., & Chesson, P. (2021). A general theory of coexistence and extinction for stochastic ecological communities. Journal of Mathematical Biology.  82(6), 56.
  
• Hening, A. (2021). Coexistence, Extinction, and Optimal Harvesting in Discrete-Time Stochastic Population Models. Journal of Nonlinear Science.  31(1), 1.
  
• Hening, A., & Tran, K. Q. (2020). Harvesting and seeding of stochastic populations: analysis and numerical approximation. Journal of Mathematical Biology.  81(1), 65-112.
  
• Ettinger, B., Hening, A., & Wong, T. K. (2020). The inverse first passage time problem for killed Brownian motion. Annals of Applied Probability.  30(3), 1251-1275.
  
• Hening, A., & Nguyen, D. H. (2020). The competitive exclusion principle in stochastic environments. Journal of Mathematical Biology.  80(5), 1323-1351.
  
• Hening, A., Tran, K. Q., Phan, T. T., & Yin, G. (2019). Harvesting of interacting stochastic populations. Journal of Mathematical Biology.  79(2), 533-570.
  
• Evans, S. N., & Hening, A. (2019). MARKOV PROCESSES CONDITIONED ON THEIR LOCATION AT LARGE EXPONENTIAL TIMES. Stochastic Processes and their Applications.  129(5), 1622-1658.
  
• Hening, A., & Kolb, M. (2019). Quasistationary distributions for one-dimensional diffusions with singular boundary points. Stochastic Processes and their Applications.  129(5), 1659-1696.
  
• Hening, A., Nguyen, D. H., Ungureanu, S. C., & Wong, T. K. (2019). Asymptotic harvesting of populations in random environments. Journal of Mathematical Biology.  78(1-2), 293-329.
  
• Hening, A., & Strickler, E. (2019). On a Predator-Prey System with Random Switching that Never Converges to its Equilibrium. SIAM Journal on Mathematical Analysis.  51(5), 3625-3640.
  
• Hening, A., & Nguyen, D. H. (2018). Persistence in Stochastic Lotka-Volterra Food Chains with Intraspecific Competition. Bulletin of Mathematical Biology.  80(10), 2527-2560.
  
• Hening, A., & Nguyen, D. H. (2018). Stochastic Lotka-Volterra food chains. Journal of Mathematical Biology.  77(1), 135-163.
  
• Hening, A., & Nguyen, D. H. (2018). Coexistence and extinction for stochastic Kolmogorov systems. Annals of Applied Probability.  28(3), 1893-1942.
  
• Hening, A., Nguyen, D. H., & Yin, G. (2018). Stochastic population growth in spatially heterogeneous environments: the density-dependent case. Journal of Mathematical Biology.  76(3), 697-754.
  
• Hening, A., Rizzolo, D., & Wayman, E. S. (2016). The free path in a high velocity random flight process associated to a Lorentz gas in an external field. 3(2), 27-62.
  
• Hening, A. (2016). Transient one-dimensional diffusions conditioned to converge to a different limit point. Statistics and Probability Letters.  110, 62-73.
  
• Evans, S. N., Hening, A., & Schreiber, S. J. (2015). Protected polymorphisms and evolutionary stability of patch-selection strategies in stochastic environments. Journal of Mathematical Biology.  71(2), 325-359.
  
• Evans, S. N., Hening, A., & Wayman, E. S. (2015). When do skew-products exist?. Electronic Communications in Probability.  20(none), 1-14.
  
• Ettinger, B., Evans, S. N., & Hening, A. (2014). KILLED BROWNIAN MOTION WITH A PRESCRIBED LIFETIME DISTRIBUTION AND MODELS OF DEFAULT. Annals of Applied Probability.  24(1), 1-33.
  
• Evans, S. N., & Hening, A. (2011). Nonexistence of Markovian time dynamics for graphical models of correlated default. Queueing Systems.  69(3-4), 293-312.