22 results on '"Solomon Tesfamariam"'
Search Results
2. High-dimensional multi-objective optimization of coupled cross-laminated timber walls building using deep learning.
3. Reliability assessment of stochastic dynamical systems using physics informed neural network based PDEM.
4. State-of-the-Art Review of Design of Experiments for Physics-Informed Deep Learning.
5. Consequence assessment of gas pipeline failure caused by external pitting corrosion using an integrated Bayesian belief network and GIS model: Application with Alberta pipeline.
6. Consequence-based framework for buried infrastructure systems: A Bayesian belief network model.
7. Quantifying restoration time of power and telecommunication lifelines after earthquakes using Bayesian belief network model.
8. Constrained multi-objective optimization algorithms: Review and comparison with application in reinforced concrete structures.
9. Predicting water main failures: A Bayesian model updating approach.
10. Design Patterns in the Computer Simulation Studies of Pumped Storage Systems on River Nile.
11. Evaluating risk of water mains failure using a Bayesian belief network model.
12. Predicting water main failures using Bayesian model averaging and survival modelling approach.
13. Integrating failure prediction models for water mains: Bayesian belief network based data fusion.
14. Fuzzy Template Based modeling for assessing earthquake induced liquefaction.
15. Models for Seismic Vulnerability Analysis of Power Networks: Comparative Assessment.
16. A survey of non-gradient optimization methods in structural engineering.
17. Performance based earthquake evaluation of reinforced concrete buildings using design of experiments.
18. An aggregative fuzzy risk analysis for flood incident management.
19. Risk analysis in a linguistic environment: A fuzzy evidential reasoning-based approach.
20. Developing a road performance index using a Bayesian belief network model.
21. Integrating indicators for performance assessment of small water utilities using ordered weighted averaging (OWA) operators.
22. Probability density functions based weights for ordered weighted averaging (OWA) operators: An example of water quality indices.
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