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Alifia Harmadi's Projects

bigquery_challengelab icon bigquery_challengelab

The final challenge of the module called Insights from Data with BigQuery from Google Cloud Training.

customer-segmentation icon customer-segmentation

Learn real-world techniques on customer segmentation and behavioral analytics, using a real dataset containing customer transactions from an online retailer.

customer_segmentation icon customer_segmentation

Analysing the content of an E-commerce database that contains list of purchases. Based on the analysis, I develop a model that allows to anticipate the purchases that will be made by a new customer, during the following year from its first purchase.

datavisualization icon datavisualization

Tutorials on visualizing data using python packages like bokeh, plotly, seaborn and igraph

id3_decision_tree icon id3_decision_tree

Building the decision tree model from scratch using the ID3. The ID3 (Iterative Dichotomies 3) algorithm is classifying the data by splitting attributes based on their entropy.

image-classification icon image-classification

Classifying the handwritten digit dataset with SVM and Multi-Class Weather dataset with CNN

malaria-detection icon malaria-detection

The final project of the Deep Learning and Convolutional Neural Network Subject.

ml-dlplayground icon ml-dlplayground

This repository is the collection of my experiment notebooks in Machine Learning and Deep Learning in several topics.

python-eda icon python-eda

This repository contains a collection of python script that I create for conducting a Exploratory Data Analysis (EDA) with various datasets.

sql_project icon sql_project

This repository contains the number of SQL projects.

statsintro_python icon statsintro_python

Python modules and IPython Notebooks, for the book "Introduction to Statistics With Python"

toroidal-coordinate icon toroidal-coordinate

Toroidal coordinates (σ, τ, φ) are three-dimensional orthogonal coordinate system that results from rotating the two-dimensional bipolar coordinate system (τ, σ). This coordinate system can describe and produce a torus (a donut-like 3-D shapes).

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