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Research papers, Lincoln University

Artificial Neural Networks (ANN) as a tool offers opportunities for modeling the inherent complexity and uncertainty associated with socio-environmental systems. This study draws on New Zealand ski fields (multiple locations) as socio- environmental systems while considering their perceived resilience to low probability but potential high consequences catastrophic natural events (specifically earthquakes). We gathered data at several ski fields using a mixed methodology including: geomorphic assessment, qualitative interviews, and an adaptation of Ozesmi and Ozesmi’s (2003) multi-step fuzzy cognitive mapping (FCM) approach. The data gathered from FCM are qualitatively condensed, and aggregated to three different participant social groups. The social groups include ski fields users, ski industry workers, and ski field managers. Both quantitative and qualitative indices are used to analyze social cognitive maps to identify critical nodes for ANN simulations. The simulations experiment with auto-associative neural networks for developing adaptive preparation, response and recovery strategies. Moreover, simulations attempt to identify key priorities for preparation, response, and recovery for improving resilience to earthquakes in these complex and dynamic environments. The novel mixed methodology is presented as a means of linking physical and social sciences in high complexity, high uncertainty socio-environmental systems. Simulation results indicate that participants perceived that increases in Social Preparation Action, Social Preparation Resources, Social Response Action and Social Response Resources have a positive benefit in improving the resilience to earthquakes of ski fields’ stakeholders.

Research papers, University of Canterbury Library

SLAT is a computer program for performing seismic loss assessment of structures subjected to earthquake risk. SLAT is written in FORTRAN and compatible with Microsoft operating systems. The tool uses the uncoupled modelling approach advocated by the Pacific Earthquake Engineering Research (PEER) Centre, where the loss is computed through the use of interim variables. This user manual is intended as a reference for users of SLAT to aid in: (i) the preparation of the primary input file; (ii) the preparation of external data files; (iii) the theory behind the numerical algorithm of the SLAT program; (iv) example problems for beginning users; and (v) the database of component fragility and loss functions built into the SLAT library. While every effort has been made to ensure that the subroutines comprising SLAT are bugfree, users should always use simple checks and engineering judgment to ensure that the results are appropriate. Should any suspected errors be found please contact the author.