Tuesday, 7 July 2026

πŸš€ Day 83/150 – Find Common Keys in Dictionaries in Python

 

πŸš€ Day 83/150 – Find Common Keys in Dictionaries in Python

Dictionaries are one of Python's most powerful data structures. Sometimes you need to compare two dictionaries and identify the keys they have in common. Python provides several easy and efficient ways to accomplish this.

In this post, we'll explore four different methods to find common keys between dictionaries.


Method 1 – Using Set Intersection (&)

The easiest way is to compare the dictionary keys using the intersection operator.

dict1 = {"name": "John", "age": 20, "city": "Delhi"} dict2 = {"age": 25, "city": "Mumbai", "country": "India"} common = dict1.keys() & dict2.keys() print(common)







Output:
{'age', 'city'}
Explanation:
  • keys() returns a view of dictionary keys.
  • The & operator finds keys present in both dictionaries.

Method 2 – Using intersection() Method

You can also use the intersection() method for better readability.

dict1 = {"a": 1, "b": 2, "c": 3} dict2 = {"b": 5, "c": 7, "d": 9} common = dict1.keys().intersection(dict2.keys()) print(common)




Output:

{'b', 'c'}

Explanation:
  • intersection() performs the same operation as &.
  • It returns a set of common keys.

Method 3 – Using a For Loop

Loop through one dictionary and check whether each key exists in the other.


dict1 = {"x": 10, "y": 20, "z": 30} dict2 = {"y": 100, "z": 200, "a": 300} for key in dict1: if key in dict2: print(key)






Output:
y
z

Explanation:

  • Iterate over the first dictionary.
  • Print keys that also exist in the second dictionary.

Method 4 – Taking User Input

Compare two user-defined dictionaries.

dict1 = {"apple": 5, "banana": 3, "mango": 7} dict2 = {"banana": 10, "orange": 4, "apple": 2} common = dict1.keys() & dict2.keys() print("Common Keys:", common)




Output:

Common Keys: {'apple', 'banana'}

Explanation:
  • Works with any dictionaries.
  • Returns only the keys that appear in both.

Comparison of Methods

MethodBest For
Set Intersection (&)Fastest and shortest
intersection()Readable code
For LoopLearning and custom logic
User DictionaryReal-world dictionary comparison

πŸ”₯ Key Takeaways

✅ Dictionary keys can be compared using set operations.

✅ The & operator is the shortest and fastest way to find common keys.

✅ intersection() offers the same functionality with clearer syntax.

✅ A for loop is useful when additional conditions or processing are required.

✅ Finding common keys is useful in data comparison, configuration matching, and API response validation.

Advanced Statistics from an Elementary Point of View (Free PDF)


Introduction

Probability is the mathematical language of uncertainty. Whether predicting weather conditions, analyzing financial markets, developing machine learning algorithms, evaluating medical treatments, or designing communication systems, probability helps us make informed decisions when outcomes are uncertain. It forms the backbone of statistics, artificial intelligence, data science, engineering, economics, finance, and operations research.

For many students, probability can initially seem abstract because it is often introduced through formulas and theorems. However, the subject becomes much more intuitive when concepts are connected to practical examples and everyday applications. Learning probability through realistic problems not only improves mathematical understanding but also develops analytical thinking that is valuable across scientific and technical disciplines.

Elementary Probability for Applications, written by Rick Durrett and published by Cambridge University Press, is a concise and application-oriented introduction to probability theory. Designed for a one-semester undergraduate course, the book focuses on the probability concepts that are most useful in practice rather than presenting excessive mathematical formalism. Following the author's philosophy that "the best way to learn probability is to see it in action," the book contains over 200 worked examples and more than 350 exercises covering business, finance, genetics, sports, inventory management, and many other real-world scenarios.

Download the PDF for free: Advanced Statistics from an Elementary Point of View


Why Study Probability?

Probability helps us understand and quantify uncertainty.

It enables professionals to:

  • Predict future outcomes

  • Analyze risks

  • Build statistical models

  • Develop machine learning algorithms

  • Make business decisions

  • Design reliable engineering systems

  • Interpret scientific experiments

A solid understanding of probability is essential for careers in AI, data science, finance, engineering, and analytics.


A Practical Approach to Learning

Unlike many traditional mathematics textbooks, this book emphasizes learning by doing.

Instead of presenting abstract theory first, it introduces concepts through practical examples and gradually builds mathematical understanding. This application-focused style makes probability more accessible for students beginning their quantitative journey.


Basic Concepts of Probability

The book starts with the core ideas needed to understand probability.

Readers learn about:

  • Experiments

  • Outcomes

  • Sample spaces

  • Events

  • Basic probability rules

These concepts form the foundation for all later topics in probability theory.


Combinatorial Probability

Many probability problems require systematic counting.

The book introduces:

  • Permutations

  • Combinations

  • Counting principles

  • Sampling without replacement

  • Counting techniques

These methods simplify problems involving cards, lotteries, scheduling, genetics, and games of chance.


Independence and Conditional Probability

Real-world events often influence one another.

Readers study:

  • Independent events

  • Dependent events

  • Conditional probability

  • Sequential experiments

  • Decision making under uncertainty

These ideas are fundamental to statistics, machine learning, medical testing, and risk analysis.


Random Variables

Random variables provide a mathematical way to represent uncertain outcomes.

Topics include:

  • Discrete random variables

  • Continuous random variables

  • Probability mass functions

  • Probability density functions

  • Distribution functions

These concepts connect probability with statistical modeling.


Expected Value

Expected value measures the long-term average outcome of repeated experiments.

Readers learn how expectation supports:

  • Business forecasting

  • Insurance pricing

  • Risk analysis

  • Investment decisions

  • Game theory

Expected value is one of the most widely used concepts in quantitative decision-making.


Continuous Probability Distributions

Many practical measurements are continuous.

The book discusses:

  • Uniform distribution

  • Normal distribution

  • Exponential distribution

  • Continuous probability models

These distributions are widely used in engineering, finance, natural sciences, and machine learning.


Markov Chains

One of the distinguishing features of this introductory text is its accessible treatment of Markov Chains.

Readers explore:

  • States

  • Transition probabilities

  • Random movement between states

  • Long-term behavior

Markov chains are used in web search, recommendation systems, genetics, inventory management, and reinforcement learning.


Limit Theorems

The book introduces the key results that explain why probability supports statistics.

Topics include:

  • Law of Large Numbers

  • Central Limit Theorem

  • Statistical convergence

These ideas justify many statistical estimation and machine learning techniques.


Financial Applications

Unlike many introductory texts, the book includes an introduction to option pricing, showing how probability is applied in quantitative finance.

Readers gain insight into:

  • Financial risk

  • Pricing uncertainty

  • Investment analysis

  • Decision making under uncertainty

This demonstrates the practical value of probability in economics and financial engineering.


Real-World Applications

Throughout the book, probability concepts are illustrated using practical scenarios.

Business

Making better decisions with uncertain information.

Finance

Understanding investment risk and pricing models.

Insurance

Estimating losses and setting premiums.

Genetics

Modeling inheritance and biological variation.

Sports Analytics

Predicting outcomes and evaluating performance.

Inventory Management

Forecasting demand and optimizing stock levels.

These examples show how probability supports decision-making across industries.


Classic Probability Problems

The book includes many famous probability puzzles that build intuition.

Examples include:

  • Birthday Problem

  • Coin tossing experiments

  • Card games

  • Urn models

  • Random selection problems

These exercises help readers develop strong probabilistic reasoning.


Extensive Practice and Worked Examples

One of the book's greatest strengths is its emphasis on practice.

Readers benefit from:

  • More than 200 worked examples

  • More than 350 end-of-chapter exercises

  • Step-by-step solutions

  • Application-focused problem sets

  • Progressive learning difficulty

This extensive practice helps reinforce both theory and intuition.


Skills You Will Develop

By studying this book, readers strengthen expertise in:

  • Probability Theory

  • Combinatorial Probability

  • Conditional Probability

  • Independent Events

  • Random Variables

  • Probability Distributions

  • Expected Value

  • Continuous Probability

  • Markov Chains

  • Limit Theorems

  • Risk Analysis

  • Financial Probability

  • Statistical Thinking

  • Quantitative Decision Making

  • Mathematical Problem Solving

These skills provide an excellent foundation for advanced statistics, machine learning, actuarial science, and data analytics.


Who Should Read This Book?

This book is ideal for:

Undergraduate Students

Taking their first probability course.

Data Science Beginners

Building mathematical foundations.

Engineering Students

Learning applied probability methods.

Business and Finance Students

Understanding uncertainty and risk.

Machine Learning Enthusiasts

Preparing for statistics and AI.

Self-Learners

Seeking a practical introduction to probability.

The book assumes only a basic understanding of calculus, making it accessible to a wide audience.


Why This Book Stands Out

Several characteristics distinguish this book from many introductory probability texts:

  • Clear and engaging writing style

  • Strong emphasis on practical applications

  • More than 200 worked examples

  • More than 350 exercises

  • Coverage of combinatorial probability and Markov chains

  • Introduction to option pricing

  • Suitable for a one-semester undergraduate course

  • Published by Cambridge University Press

Rather than treating probability as a collection of formulas, the book demonstrates how it can be used to solve meaningful real-world problems.


Career Opportunities After Reading This Book

The concepts learned in this book support careers such as:

  • Data Analyst

  • Data Scientist

  • Machine Learning Engineer

  • AI Engineer

  • Statistician

  • Financial Analyst

  • Quantitative Analyst

  • Business Analyst

  • Operations Research Analyst

  • Actuary

It also serves as an excellent stepping stone to more advanced studies in probability, statistics, stochastic processes, and machine learning.

Hard Copy: Advanced Statistics from an Elementary Point of View

eTextbook: Advanced Statistics from an Elementary Point of View

Conclusion

Elementary Probability for Applications is one of the best introductory textbooks for readers who want to learn probability through practical examples rather than abstract mathematics alone. Its combination of intuitive explanations, real-world case studies, worked examples, and challenging exercises makes it an excellent choice for students preparing for careers in data science, artificial intelligence, engineering, finance, and analytics.

By covering:

  • Basic Probability Concepts

  • Combinatorial Probability

  • Conditional Probability

  • Independence

  • Random Variables

  • Probability Distributions

  • Expected Value

  • Continuous Probability Models

  • Markov Chains

  • Limit Theorems

  • Financial Applications

  • Business Decision Making

  • Risk Analysis

  • Statistical Thinking

  • Mathematical Problem Solving

the book equips readers with the knowledge and confidence needed to understand uncertainty and apply probability in real-world situations.

For undergraduate students, aspiring data scientists, engineers, business professionals, and anyone beginning their study of probability, Elementary Probability for Applications is an outstanding starting point. Its practical approach, abundant examples, and strong focus on applications make it one of the most accessible and useful introductions to probability available today.



5 Useful Python WiFi Projects Every Beginner Should Try

 Python makes it incredibly easy to interact with your computer's networking features. Whether you're learning automation, networking, or system administration, these WiFi-related projects are practical, beginner-friendly, and fun to build.

In this blog, we'll explore five useful Python scripts that use Windows' built-in netsh command to retrieve WiFi information. These examples are intended for educational and system administration purposes.


1. WiFi Signal Strength Checker

Knowing your WiFi signal strength can help you identify weak connections and determine the best place to work or stream content.

Python Code

import subprocess

output = subprocess.check_output(
"netsh wlan show interfaces",
shell=True
).decode()

print(output)

How It Works

  • Uses Python's subprocess module.
  • Executes the Windows command:

    netsh wlan show interfaces
  • Displays detailed information about the currently connected WiFi network, including signal quality, SSID, radio type, and connection state.

Applications

  • Monitor WiFi signal quality.
  • Troubleshoot slow connections.
  • Learn Windows networking commands.



2. WiFi Profile Lister

Windows stores the names of WiFi networks you've connected to. This script displays those saved profiles.

Python Code

import subprocess

profiles = subprocess.check_output(
"netsh wlan show profiles",
shell=True
).decode()

print(profiles)

How It Works

The command

netsh wlan show profiles

lists every WiFi profile stored on your Windows computer.

Applications

  • View saved WiFi networks.
  • Clean up unused profiles.
  • Learn about Windows WiFi management.



3. WiFi Connection Status

Need to know whether your computer is currently connected to WiFi? This simple script provides the answer.

Python Code

import subprocess

status = subprocess.check_output(
"netsh wlan show interfaces",
shell=True
).decode()

print(status)

What You'll See

The output includes:

  • Connection status
  • Current SSID
  • Signal strength
  • Authentication type
  • Channel number
  • Receive and transmit rates

Applications

  • Create a network monitoring tool.
  • Detect connection issues.
  • Build desktop utilities.



4. WiFi SSID Finder

Sometimes you only need the name of the currently connected WiFi network. This script extracts the SSID from the command output.

Python Code

import subprocess

result = subprocess.check_output(
"netsh wlan show interfaces",
shell=True
).decode()

for line in result.split("\n"):
if "SSID" in line and "BSSID" not in line:
print(line)

How It Works

The script:

  1. Executes the Windows networking command.
  2. Reads each line of the output.
  3. Finds the line containing SSID.
  4. Ignores BSSID, which refers to the access point's MAC address.

Applications

  • Network-aware automation.
  • Desktop widgets.
  • Logging the connected WiFi network.



5. WiFi Adapter Information

This script retrieves detailed information about your wireless network adapter.

Python Code

import subprocess

adapter = subprocess.check_output(
"netsh wlan show drivers",
shell=True
).decode()

print(adapter)

Information Displayed

You'll see details such as:

  • Adapter name
  • Driver version
  • Manufacturer
  • Supported WiFi standards
  • Authentication methods
  • Cipher support
  • Hosted network capability

Applications

  • Check adapter compatibility.
  • Verify driver installation.
  • Learn about wireless hardware.



Requirements

These examples work on:

  • Windows 10
  • Windows 11
  • Python 3.x

No external Python libraries are required because they rely on Python's built-in subprocess module.

Install Python from:

https://python.org

Why Learn WiFi Automation with Python?

Working with WiFi information using Python helps you understand:

  • Python automation
  • Windows command-line tools
  • System administration
  • Networking fundamentals
  • Device diagnostics

These small projects are excellent stepping stones toward building larger networking applications.


Final Thoughts

Python is a powerful language for automating everyday networking tasks. With just a few lines of code, you can inspect WiFi profiles, check signal strength, monitor your connection, identify the current SSID, and retrieve adapter information.

These beginner-friendly projects are practical, easy to understand, and can be expanded into more advanced networking tools as your Python skills grow.

Happy Coding! πŸš€

Python Coding Challenge - Question with Answer (ID -070726)

 


Explanation:

Line 1: Create a List
a = [1, 2]

Explanation:

A list named a is created.
It contains two elements: 1 and 2.

Memory:

a ──► [1, 2]

Line 2: Copy the List
b = a.copy()

Explanation:

copy() creates a new list with the same elements as a.
Now a and b are different lists stored in different memory locations.

Memory:

a ──► [1, 2]

b ──► [1, 2]

Important: Changes made to b will not affect a.

Line 3: Add an Element
b.append(3)

Explanation:

append(3) adds the value 3 to the end of list b.

Now:

a ──► [1, 2]

b ──► [1, 2, 3]

Only b changes because it is a separate copy.

Line 4: Print the Original List
print(a)

Explanation:

This prints the original list a.
Since a was never modified, it still contains only 1 and 2.

Output:

[1, 2]
Final Memory Diagram

Before append():

a ──► [1, 2]
b ──► [1, 2]

After append():

a ──► [1, 2]

b ──► [1, 2, 3]
Why doesn't a change?

Because:

a.copy() creates a new independent list.
b.append(3) modifies only the new list b.
The original list a remains unchanged.

Final Output
[1, 2]

Book: PYTHON LOOPS MASTERY

Graph Neural Networks for Molecular Discovery with Python: Geometric Deep Learning, Molecule Generation, and Property Prediction(Free PDF)

 


Artificial Intelligence is revolutionizing scientific discovery, and one of its most exciting applications is molecular discovery. Traditional drug discovery and materials research often require years of laboratory experiments, extensive computational simulations, and significant financial investment. Today, advances in Graph Neural Networks (GNNs) and Geometric Deep Learning are transforming this process by enabling AI systems to understand molecular structures, predict chemical properties, generate novel compounds, and accelerate scientific innovation.

Unlike images or text, molecules are naturally represented as graphs, where atoms act as nodes and chemical bonds form the edges connecting them. Traditional deep learning models struggle to capture these complex relationships, but Graph Neural Networks are specifically designed to learn from graph-structured data. By combining graph theory, chemistry, deep learning, and Python programming, researchers can build AI systems capable of discovering new drugs, designing advanced materials, predicting molecular behavior, and optimizing chemical reactions.

Graph Neural Networks for Molecular Discovery with Python: Geometric Deep Learning, Molecule Generation, and Property Prediction introduces readers to this cutting-edge field by combining theoretical foundations with practical Python implementations. The book explains how graph neural networks work, how molecules are represented as graphs, and how modern geometric deep learning techniques are applied to molecular property prediction, molecular generation, and scientific research. Whether you are a machine learning engineer, computational chemist, AI researcher, bioinformatician, pharmaceutical scientist, or Python developer interested in scientific AI, this book provides a comprehensive guide to one of the fastest-growing areas of artificial intelligence.


Why Learn Graph Neural Networks?

Many real-world datasets naturally exist as graphs rather than tables or images.

Examples include:

  • Molecular structures

  • Social networks

  • Transportation systems

  • Knowledge graphs

  • Financial transaction networks

  • Biological interaction networks

Traditional machine learning algorithms often struggle with graph-structured data, while Graph Neural Networks are specifically designed to capture relationships, connectivity, and structural information.

As industries increasingly rely on graph-based AI, expertise in Graph Neural Networks has become highly valuable.


Understanding Molecular Graphs

The book begins by introducing molecules as graph structures.

Readers learn how:

  • Atoms become graph nodes

  • Chemical bonds become graph edges

  • Molecular structures become graph representations

This representation enables deep learning models to understand chemistry using graph-based computations instead of conventional numerical arrays.


Introduction to Graph Theory

A strong understanding of graph theory forms the foundation of Graph Neural Networks.

The book introduces concepts including:

  • Nodes

  • Edges

  • Directed graphs

  • Undirected graphs

  • Connectivity

  • Neighborhoods

  • Graph traversal

These mathematical principles support graph-based machine learning algorithms across numerous applications.


Download the PDF for Free: Graph Neural Networks for Molecular Discovery with Python: Geometric Deep Learning, Molecule Generation, and Property Prediction

Geometric Deep Learning

One of the book's central topics is Geometric Deep Learning.

Readers explore how deep learning extends beyond traditional grids such as images and sequential data to more complex geometric structures including:

  • Graphs

  • Manifolds

  • Networks

  • Molecular geometries

Geometric Deep Learning enables AI systems to reason about structural relationships that conventional neural networks cannot easily capture.


Graph Neural Networks (GNNs)

The book explains the architecture of Graph Neural Networks in an accessible manner.

Readers learn:

  • Message passing

  • Node embeddings

  • Graph embeddings

  • Neighborhood aggregation

  • Graph convolution

These mechanisms allow neural networks to learn meaningful representations directly from graph-structured molecular data.


Message Passing Framework

Message Passing forms the core computation within Graph Neural Networks.

The book explains how each node:

  • Collects information from neighboring nodes

  • Updates its internal representation

  • Shares learned information

  • Builds increasingly rich molecular representations

This iterative learning process enables AI models to capture complex chemical interactions.


Graph Convolutional Networks (GCNs)

Graph Convolutional Networks extend traditional convolutional neural networks to graph data.

The book introduces:

  • Graph convolution operations

  • Feature aggregation

  • Layer stacking

  • Representation learning

GCNs have become one of the most widely used architectures for molecular property prediction.


Molecular Representation Learning

One of the greatest strengths of Graph Neural Networks is their ability to learn molecular representations automatically.

The book discusses:

  • Feature extraction

  • Molecular embeddings

  • Structural learning

  • Latent representations

Instead of relying entirely on manually engineered chemical descriptors, GNNs discover informative molecular features directly from graph structures.


Molecular Property Prediction

Predicting molecular properties is one of the most important applications of Graph Neural Networks.

Readers explore prediction tasks including:

  • Toxicity prediction

  • Solubility estimation

  • Bioactivity prediction

  • Chemical stability

  • Molecular affinity

Accurate property prediction significantly accelerates pharmaceutical research and chemical discovery.


Molecule Generation

Generative AI extends beyond text and images into molecular design.

The book introduces methods for generating novel molecular structures using deep learning.

Readers understand how AI can:

  • Create new compounds

  • Optimize molecular structures

  • Explore chemical space

  • Design candidate drugs

Generative molecular models reduce experimental costs while accelerating scientific innovation.


Python for Scientific AI

Python serves as the primary programming language throughout the book.

Readers strengthen practical skills using:

  • Python programming

  • Scientific computing

  • Data processing

  • Deep learning workflows

Python's extensive ecosystem makes it the preferred language for AI research and computational chemistry.


PyTorch for Graph Learning

The book demonstrates how PyTorch supports Graph Neural Network development.

Readers explore:

  • Tensor operations

  • Neural network implementation

  • Automatic differentiation

  • Model training

PyTorch provides the computational framework for building advanced graph-based deep learning models.


Molecular Datasets

The quality of machine learning models depends on high-quality datasets.

The book explains how molecular datasets are prepared through:

  • Molecular graphs

  • Feature encoding

  • Data preprocessing

  • Graph construction

Proper dataset preparation significantly improves predictive performance.


Model Training

Readers learn the complete workflow for training Graph Neural Networks.

Topics include:

  • Dataset loading

  • Model construction

  • Forward propagation

  • Loss computation

  • Optimization

  • Validation

These workflows closely resemble modern AI research pipelines.


Model Evaluation

Reliable evaluation is essential for molecular AI systems.

The book discusses:

  • Prediction accuracy

  • Validation techniques

  • Generalization

  • Model comparison

  • Performance metrics

Proper evaluation ensures Graph Neural Networks perform reliably on unseen molecular data.


Drug Discovery Applications

Graph Neural Networks have become increasingly important in pharmaceutical research.

Applications include:

  • Drug candidate screening

  • Target identification

  • Molecular optimization

  • Virtual screening

  • Lead compound discovery

AI-driven molecular analysis significantly reduces both development time and research costs.


Materials Science Applications

Beyond pharmaceuticals, GNNs support advanced materials research.

Readers explore applications involving:

  • Battery materials

  • Polymers

  • Catalysts

  • Semiconductor materials

  • Sustainable materials design

These techniques accelerate innovation across multiple engineering disciplines.


Real-World Scientific Applications

The concepts covered throughout the book apply to many research domains.

Computational Chemistry

Predict molecular behavior.

Bioinformatics

Analyze biological interaction networks.

Drug Discovery

Accelerate pharmaceutical development.

Materials Engineering

Design advanced functional materials.

Chemical Engineering

Optimize chemical processes.

Artificial Intelligence Research

Develop graph-based learning systems.

These examples illustrate the growing importance of graph-based AI across science and engineering.


Skills You Will Develop

By studying this book, readers strengthen expertise in:

  • Graph Neural Networks

  • Geometric Deep Learning

  • Molecular Discovery

  • Computational Chemistry

  • Molecular Property Prediction

  • Molecule Generation

  • Graph Theory

  • Python Programming

  • PyTorch

  • Graph Convolutional Networks

  • Representation Learning

  • Scientific Machine Learning

  • Deep Learning

  • Drug Discovery

  • Materials Informatics

These interdisciplinary skills are increasingly valuable in both AI research and scientific computing.


Who Should Read This Book?

This book is ideal for:

Machine Learning Engineers

Exploring graph-based AI.

AI Researchers

Studying geometric deep learning.

Computational Chemists

Applying AI to molecular analysis.

Pharmaceutical Scientists

Accelerating drug discovery.

Bioinformaticians

Analyzing biological networks.

Graduate Students

Learning modern scientific AI techniques.

Readers with prior knowledge of Python and introductory machine learning will gain the greatest benefit from the material.


Why This Book Stands Out

Several characteristics distinguish this book from traditional deep learning resources:

  • Focus on Graph Neural Networks

  • Molecular discovery applications

  • Geometric Deep Learning concepts

  • Hands-on Python implementation

  • PyTorch-based workflows

  • Modern AI research topics

  • Scientific computing applications

  • Drug discovery focus

  • Practical machine learning projects

Rather than presenting Graph Neural Networks as purely theoretical models, the book demonstrates how they solve real scientific problems in chemistry, biology, and materials science.


Career Opportunities After Reading This Book

The knowledge gained from this book supports careers including:

  • Machine Learning Engineer

  • AI Research Scientist

  • Computational Chemist

  • Bioinformatics Scientist

  • Drug Discovery Researcher

  • Data Scientist

  • Deep Learning Engineer

  • Materials Informatics Specialist

  • Scientific Software Engineer

  • Pharmaceutical AI Engineer

The interdisciplinary expertise developed also prepares readers for advanced research in graph learning, geometric AI, computational biology, and molecular machine learning.


Hard Copy: Graph Neural Networks for Molecular Discovery with Python: Geometric Deep Learning, Molecule Generation, and Property Prediction

Kindle: Graph Neural Networks for Molecular Discovery with Python: Geometric Deep Learning, Molecule Generation, and Property Prediction

Conclusion

Graph Neural Networks for Molecular Discovery with Python: Geometric Deep Learning, Molecule Generation, and Property Prediction provides an outstanding introduction to one of the most advanced and impactful areas of modern artificial intelligence.

By covering:

  • Graph Theory

  • Molecular Graphs

  • Graph Neural Networks

  • Geometric Deep Learning

  • Graph Convolutional Networks

  • Message Passing

  • Molecular Representation Learning

  • Molecular Property Prediction

  • Molecule Generation

  • Python Programming

  • PyTorch

  • Model Training

  • Drug Discovery

  • Materials Science

  • Scientific AI Applications

the book equips readers with both the theoretical understanding and practical programming skills needed to apply Graph Neural Networks to real-world scientific challenges.

For AI engineers, computational chemists, pharmaceutical researchers, graduate students, and machine learning practitioners, this book serves as an excellent resource for mastering graph-based deep learning. By combining modern AI techniques with practical Python implementations and real-world molecular applications, it prepares readers to contribute to the next generation of breakthroughs in drug discovery, materials design, and scientific artificial intelligence.

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