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AI-related tutorials. Access any of them for free → https://towardsai.net/editorial

Home Page: https://towardsai.net/editorial

License: Other

Python 12.39% Jupyter Notebook 87.61%
machine-learning data-science deep-learning neural-networks math nlp python programming python-tutorial tutorial

tutorials's Introduction

Tutorials

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Machine Learning Algorithms For Beginners with Code Examples in Python

Neural Networks from Scratch with Python Code and Math in Detail— I

Building Neural Networks with Python Code and Math in Detail — II

Natural Language Processing (NLP) with Python — Tutorial

Monte Carlo Simulation An In-depth Tutorial with Python

Survival Analysis with Python Tutorial — How, What, When, and Why

Moment Generating Function for Probability Distribution with Python

Bernoulli Distribution — Probability Tutorial with Python

Recommendation System Tutorial with Python using Collaborative Filtering

Linear Algebra for Deep Learning and Machine Learning (ML) Python Tutorial

Principal Component Analysis (PCA) with Python Examples — Tutorial

Decision Trees in Machine Learning (ML) with Python Tutorial

Convolutional Neural Networks (CNNs) Tutorial with Python

Sentiment Analysis (Opinion Mining) with Python - NLP Tutorial

Gradient Descent for Machine Learning (ML) 101 with Python Tutorial

Random Number Generator Tutorial with Python

What is Deep Learning?

Genetic Algorithm (GA) Introduction with Example Code

K-Nearest Neighbors (KNN) Algorithm Tutorial — Machine Learning Basics

What is a GPU? Are GPUs Needed for Deep Learning?

Books

Descriptive Statistics for Data-driven Decision Making with Python

Sponsors

Big thank you to C4H3I LLC for sponsoring us in June, 2022!

tutorials's People

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tutorials's Issues

Minor change to coinflip logic

The plt render should be moved back one indentation, since you're really only interested in the final result and it saves you 5000 unnecessary renders

def monte_carlo(n):
results = 0
for i in range(n):
flip_result = coin_flip()
results = results + flip_result

	prob_value = results/(i+1)

	list1.append(prob_value)

plt.axhline(y=0.5, color ='r', linestyle='-')
plt.xlabel("Iterations")
plt.ylabel("Probability")
plt.plot(list1)

return results/n

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