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human-activity-recognation Public
Human Activity Recognation with Pytorch model and Jupiter Notebook
Jupyter Notebook UpdatedAug 11, 2025 -
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chatbot-using-IBM-watson Public
Chatbot using IBM Watsonx.ai to answer questions about vehicle financing.
Python UpdatedAug 6, 2025 -
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ds_project Public
Data Science project built in VS Code and Jupyter Notebook
Jupyter Notebook UpdatedJun 13, 2024 -
JobsSalaryDataScience Public
Salary Trends in Data-Related Careers
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DS-Portfolio Public
Forked from Natassha/DS-Portfolio-Website-ChatGPTmy data data science portfolio
HTML UpdatedApr 27, 2024 -
coursera-skills-2024 Public
This case study is entitled Coursera Courses & Skills 2024
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murilozangari.github.io Public
Forked from mattschapman/mattschapman.github.ioRepository hosting the code for my personal portfolio website.
Python The Unlicense UpdatedNov 14, 2022 -
MOLSD Public
Multi-objective Iterated Local Search Algorithm based on Decomposition
C++ UpdatedApr 21, 2021 -
referencesets Public
We provide our best-known reference sets obtained by our algorithm called MEDA/D-MK for the Taillard PFSP benchmark with addition of due dates, proposed by Minella et al. (2008)
2 UpdatedMar 13, 2018 -
sdst_results Public
These results are related to the Permutation Flowshop Scheduling Problem with Sequence-dependent Setup Times
1 UpdatedNov 22, 2017 -
mUBQP_n_1000 Public
This folder contains the same instances from Liefooghe repository with 1000 variables, correlation = {-0.5, -0.2, 0.0, 0.2, 0.5}, 2 and 3 objectives and density of non zero values 0.8
UpdatedMay 26, 2017 -
mUBQP_1000 Public
This folder contains the same instances from Liefooghe repository with 1000 variables, correlation = {-0.5, -0.2, 0.0, 0.2, 0.5}, 2 and 3 objectives and density of non zero values 0.8
UpdatedMay 26, 2017 -
supplementary_results_mopfsp Public
Supplementary material from the paper: Multiobjective Decomposition-based Mallows Models Estimation of Distribution Algorithm. A case of study for Permutation Flowshop Scheduling Problem
1 UpdatedJan 27, 2017 -
suplementaymaterialforMoPFSP Public
Multiobjective Decomposition-based Mallows Models Estimation of Distribution Algorithm. A case of study for Permutation Flowshop Scheduling Problem
UpdatedJan 4, 2017 -
Best-known results for the 110 Taillard benchmark instances for three combination of objectives: makespan (cmax), total flowtime (tft) and total tardiness (tt).
1 UpdatedOct 27, 2016 -
best-known results for the 110 Taillard benchmark for the objectives makespan and total flowtime
2 UpdatedOct 27, 2016 -
Best-known results for the 110 Taillard benchmark instances for three combination of objectives: makespan (cmax), total flowtime (tft) and total tardiness (tt).
UpdatedOct 27, 2016 -
Best-known results for the 110 Taillard benchmark instances for the bi-objective MoPFSP optimizing makespan and total tardiness
UpdatedOct 26, 2016 -
supplementary-results-MoPFSP Public
Supplementary results for the Information Science paper - 110 Taillard benchmark test instances
UpdatedOct 10, 2016 -
mubqp-best-known Public
best-known results for 10 mUBQP instances from Liefooghe mUBQP repository
UpdatedAug 18, 2016
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