EisatoponAI

Your Daily Experience of Math Adventures

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Τα άρθρα μας είναι διαθέσιμα και στα Αγγλικά 🇬🇧.
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MIT University just released free online courses (No payment is required)

Here are 10 courses you don't want to miss in 2025:
1. Introduction to Computer Science and Programming Using Python Topics: - Simple algorithms - Understanding computation - Data structures and beyond - Python programming essentials - Introduction to algorithmic complexity
2. Introduction to Computational Thinking and Data Science Topics: - Monte Carlo simulations - Plotting with pylab - Stochastic programming - Statistical thinking
3. Machine Learning with Python Topics: - Model Selection - ML Project Execution - Model Implementation & Analysis - Training, Validation, Tuning, Features
4. The Science of Uncertainty and Data Topics: - Probabilistic Calculations - Basics of Probabilistic Models - Introduction to Inference Methods - Random Variables and Their Distributions
5. Startup Success: How to Launch a Technology Company in 6 Steps Topics: - Assess product ideas - Understand the startup team - Prepare and evaluate strategies and more 
6. Data Analysis: Statistical Modeling A hands-on introduction to the interplay between statistics and computation for real data analysis. Topics: - Learn models - Form hypotheses - Perform statistical analysis on real data
7. Becoming an Entrepreneur Topics: - Identifying lucrative business opportunities - Crafting and refining your product - Debunking common entrepreneurial myths - Setting clear, actionable startup goals 
8. Supply Chain Analytics Topics: - Basic analytical methods - How to apply basic probability models - Statistics in supply chains - Formulating and solving optimization models 
9. The Secret of Life Topics: - How to describe the building blocks of life and their interactions in biology - How to predict genotypes and phenotypes from genetic data 
10. Understanding the World Through Data Topics: - Python programming and the Colab notebook programming environment - Dependent and independent variables - Relationships between data using linear and polynomial regression models 
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