Hierarchical Modeling of a Groundwater Remediation Capture System, Journal of Hydrologic Engineering, in revision, Liao, H.S., Y. Li, P. Sampath, and S.G. Li
Ni, C-F and S.G. Li, "Stochastic modeling of complex groundwater systems in the presence of general sources and sinks." No.10, October Issue, 2009. Journal of Hydrologic Engineering, ASCE.
Li, S.G., H.S. Liao, S. Afshari, M. Oztan, H. Abbas, A GIS-enabled Hierarchical Modeling Patch Dynamics Paradigm for Modeling Complex Groundwater Systems Across Multiple Scales. Invited Book Chapter. In Modeling of Pollutants in Complex Environmental Systems. ILM Publications. 2009.
Afshari, S., R. Mandle, Q. Liu, and S. G. Li: "A Hierarchical Patch Dynamic Approach for Predicting Near-Well Dynamics in Large Groundwater Systems". No.9 September Issue, 2008. Journal of Hydrologic Engineering, ASCE.
Li, S.G. and Q. Liu. A New Paradigm for Groundwater Modeling. Invited book chapter. In Quantitative Information Fusion for Hydrological Sciences Series: Studies in Computational Intelligence, Vol. 79, Cai, Xing; Jim Yeh, T.-C. (Eds.). Springer. 2008.
Ni, C.F. and S.G. Li, "Modeling Groundwater Velocity Uncertainty in Complex Composite Media". Advances in Water Resources. Vol. 29, Issue 12, 1866-1875. December, 2006.
Li, S.G. and Q. Liu, "A Real-time, Computational Steering Environment for Integrated Groundwater Modeling". Journal of Groundwater. 44(5), 758-763. September-October 2006.
Li, S.G., Q. Liu, and S. Afshari, "A Hierarchical Patch Dynamics Paradigm (HPDP) for Modeling Complex Groundwater Systems across Multiple Scales". Environmental Modeling and Software. Vol. 21, Issue 5, May 2006.
Li, S.G., D. McLaughlin, H.S. Liao. A computationally practical method for stochastic groundwater modeling. Advances in Water Resources, 26(11): 1137-1148, 12 pages, NOV 2003.
Lowry, T, S.G. Li, A characteristic-based finite analytic method for solving the two-dimensional steady state advection-diffusion equation. Water Resour. Res., 38 (7): 1123-1137. 15 pages. JUL 2002.
Lowry, T. and S.G. Li, "An Improved Finite-Analytic Method for Two-Dimensional Unsteady Transport and Application to East Multnomah County Groundwater Contamination Site", Proceedings of 1999 International Water Resources Engineering Conference, August 7-11, 1999, Seattle, USA.
Li, S.G., and Wei, C.F., Improved Finite Analytic Methods For Advection Dominated Solute Transport in Heterogeneous Velocity Fields, Journal of Hydraulic Engineering, ASCE 124 (4): 358-369, 12 pages, APR 1998.
Li, S.G., and Zhou XQ. Stochastic theory for irregular stream modeling .2. Solute transport. Journal of Hydraulic Engineering, ASCE 123 (7): 610-616, 7 pages, JUL 1997.
Li, S.G. and D.B. McLaughlin, Using the Nonstationary Spectral Method for Analyzing Groundwater Flow in Heterogeneous Trending Media, Water Resour. Res. 31 (3): 541-551, 11 pages, MAR 1995.
McLaughlin, D.B.2,3, L.B. Reid, Li, S.G. and J.A. Hyman, "A Stochastic Method for Characterizing Groundwater Contamination", Journal of Ground Water 31 (2): 237-249, 13 pages, 1993.
Li SG, McLaughlin D. Stochastic Theory for Irregular Stream Modeling. 1. Flow Resistance – Closure. Journal of Hydraulic Engineering-ASCE 119(11): 1312-1313 NOV 1993.
Li, S.G., F. Ruan and D.B. McLaughlin2, "A Space Time Accurate Method for Solving Solute Transport Problems", Water Resour. Res. 28 (9): 2297-2306, 10 pages, SEP 1992.
Li, S.G., L. Venkataraman and D.B. McLaughlin, "A Stochastic Theory for Irregular Stream Modeling, 1: Flow Resistance", Water Resour. Res., ASCE 118 (8): 1079-1090, 12 pages, 1992.
Li, S.G. and D.B. McLaughlin, "A Nonstationary Spectral Method for Solving Stochastic Groundwater Problems, Part 1: Unconditional Analysis", Water Resour. Res. 27 (7): 1589-1605, 17 pages, JUL 1991.