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Probabilistic and deterministic models of BZN mineralization and postmineralisation megabreccia, in the Lawn Hill Region, Australia Thesis submitted by Leonardo Yeltsin, B.Sc. (Hons.), M.Sc. August
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Understand the concept: Before filling out probabilistic and deterministic models, it is important to have a clear understanding of what they are. Probabilistic models deal with uncertainty and incorporate the concept of probability. Deterministic models, on the other hand, work on the assumption that all inputs and parameters are known or can be calculated with absolute certainty.
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Gather relevant data: To fill out these models accurately, you will need to collect data related to the variables and parameters involved. This can be done through surveys, experiments, historical records, or any other suitable method.
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Define the variables: Identify and define the variables that play a role in the models. In probabilistic models, assign probabilities or distribution functions to these variables based on the data collected. For deterministic models, input the known or calculated values for each variable.
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Specify the equations: Determine the mathematical equations that represent the relationships between the variables in the model. In probabilistic models, these equations may involve probabilities or statistical functions. In deterministic models, the equations will be based on known relationships or assumptions.
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Perform calculations: Use the collected data, assigned probabilities, and defined equations to perform the necessary calculations. For probabilistic models, this may involve techniques such as Monte Carlo simulations or Bayesian analysis. For deterministic models, simply plug in the values into the equations and solve.
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Analyze the results: Interpret the results obtained from the calculations. In probabilistic models, the output may be a range of values or probabilities. In deterministic models, the output will be a single value based on the inputs and equations.
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Validate and adjust: Review and validate the filled out models by comparing the results with real-world observations or known outcomes. If inconsistencies are found, make adjustments to the variables, equations, or data to improve the accuracy of the models.

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Individuals: Individuals may employ probabilistic models to make personal decisions, such as investing, retirement planning, or selecting insurance coverage. Deterministic models can help in budgeting or evaluating the potential outcomes of different choices.
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Probabilistic models are mathematical models that represent uncertain events and outcomes using probability distributions. Deterministic models, on the other hand, are mathematical models that yield a single, specific outcome for a given set of input parameters.
The requirement to file probabilistic and deterministic models depends on the specific context and industry. In general, companies, researchers, and analysts who use these models for decision-making or forecasting purposes may be required to file them with relevant regulatory bodies or stakeholders.
Filling out probabilistic and deterministic models involves specifying the input parameters, such as variables, distributions, and constraints, and running the model to generate probabilistic or deterministic outputs. The exact process may vary depending on the specific modeling software or tool being used.
The purpose of probabilistic and deterministic models is to aid in decision-making, risk assessment, forecasting, and optimization. These models provide insights into the uncertainties and potential outcomes associated with a system or process, allowing stakeholders to make informed choices and evaluate different scenarios.
The information required to be reported on probabilistic and deterministic models depends on the specific context and purpose of the models. Generally, the inputs, assumptions, constraints, distributions, and outputs should be documented and reported to provide transparency and allow for reproducibility and validation of the models.
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