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@@ -24,7 +24,7 @@ Different launch sequences result in different completion times of all the jobs.
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  # Proposed approach
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  Given an PFSP instance, i.e. a Jobs x Machines matrix, the idea we would like to investigate is to recover an optimal/pseudo-optimal schedule using a two learning phases process:
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- <img src="presentation/schemas/global_architecture.png" width="600">
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  **Phase 1:** In this phase, the goal is to train a neural model (which we will call the objective surrogate or simply surrogate) to learn latent job embeddings and to predict/estimate the MakeSpan associated with job schedules that are represented as sequences of those job embeddings, specifically:
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  # Proposed approach
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  Given an PFSP instance, i.e. a Jobs x Machines matrix, the idea we would like to investigate is to recover an optimal/pseudo-optimal schedule using a two learning phases process:
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+ <img src="presentation/schemas/global_architecture.png" width="1200">
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  **Phase 1:** In this phase, the goal is to train a neural model (which we will call the objective surrogate or simply surrogate) to learn latent job embeddings and to predict/estimate the MakeSpan associated with job schedules that are represented as sequences of those job embeddings, specifically:
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