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license: mit | |
title: EverythingIsAFont | |
sdk: gradio | |
emoji: π₯ | |
colorFrom: red | |
colorTo: blue | |
pinned: true | |
thumbnail: >- | |
https://cdn-uploads.huggingface.co/production/uploads/62b358fd3fd357181ce03bac/k9Bad3Nnn_9ejBbA3XTjH.png | |
sdk_version: 5.23.3 | |
# π§ **What is Logistic Regression?** | |
Imagine you have a **robot** that tries to guess if a fruit is an π **apple** or a π **banana**. | |
- The robot uses **Logistic Regression** to make its guess. | |
- It looks at things like the fruitβs **color**, **shape**, and **size** to decide. | |
- The robot gives a score from **0 to 1**: | |
- 0 β Definitely a banana π | |
- 1 β Definitely an apple π | |
- 0.5 β The robot is unsure π€ | |
## π₯ **What does the notebook do?** | |
1. **Makes fake data** β It creates pretend fruits with made-up colors and sizes. | |
2. **Builds the Logistic Regression model** β This is the robot that learns how to guess. | |
3. **Trains the robot** β It lets the robot practice guessing until it gets better. | |
4. **Shows why bad initialization is bad** β If the robot starts with **wrong guesses**, it takes a long time to learn. | |
- Good start β‘οΈ π’ The robot learns fast. | |
- Bad start β‘οΈ π΄ The robot takes forever or never learns properly. | |
5. **Shows how to fix bad initialization** β We can **reinitialize** the robot with -**Random weights** to start with good guesses. | |
# π§ **What is Cross-Entropy?** | |
Imagine you are playing a **guessing game** with a π¦ **wise owl**. | |
- The owl has to guess if a fruit is an π **apple** or a π **banana**. | |
- The owl makes a **prediction** (for example: 90% sure itβs an apple). | |
- If the owl is **right**, it gets a βοΈ. | |
- If the owl is **wrong**, it gets a π. | |
**Cross-Entropy** is like a **scorekeeper**: | |
- If the owl guesses correctly β‘οΈ **low score** π’ (good) | |
- If the owl guesses wrong β‘οΈ **high score** π΄ (bad) | |
## π₯ **What does the notebook do?** | |
1. **Makes fake fruit data** β It creates pretend fruits with random colors and shapes. | |
2. **Builds the Logistic Regression model** β This is the owlβs brain that makes guesses. | |
3. **Trains the model with Cross-Entropy** β It helps the owl learn by keeping score. | |
4. **Improves accuracy** β The owl gets better at guessing with practice by trying to lower its Cross-Entropy score. | |
# π§ **What is Softmax?** | |
Imagine you have a bag of colorful candies. Each candy represents a possible answer (like cat, dog, or bird). The **Softmax function** is like a magical machine that takes all the candies and tells you the **probability** of each one being picked. | |
For example: | |
- π¬?->πΊ **Cat** β 70% chance | |
- π¬?->πΆ**Dog** β 20% chance | |
- π¬?->π¦ **Bird** β 10% chance | |
Softmax makes sure that all the probabilities add up to **100%** (because one of them will definitely be the right answer). | |
## π₯ **What does the notebook do?** | |
1. **Makes fake data** β It creates some pretend candies (data points) to practice with. | |
2. **Builds the Softmax classifier** β This is the machine that guesses which candy you will pick based on its features. | |
3. **Trains the model** β It lets the machine practice guessing so it gets better at it. | |
4. **Shows the results** β It checks how good the machine is at guessing the correct candy. | |
# π Understanding Softmax and MNIST ποΈ | |
## 1οΈβ£ What are we doing? | |
We want to teach a computer how to recognize numbers (0-9) by looking at images. Just like how you can tell the difference between a "2" and a "5", we want the computer to do the same! | |
## 2οΈβ£ What is MNIST? π€ | |
MNIST is a big collection of handwritten numbers. People have written digits (0-9) on paper, and all those images were put into a dataset for computers to learn from. | |
## 3οΈβ£ What is a Softmax Classifier? π€ | |
A **Softmax Classifier** is like a decision-maker. When it sees a number, it checks **how sure** it is that the number is a 0, 1, 2, etc. It picks the number it is most confident about. | |
Think of it like: | |
- You see a blurry animal. πΆπ±π | |
- You think: "It **looks** like a dog, but **maybe** a cat." | |
- You decide: "I'm **80% sure** it's a dog, **15% sure** it's a cat, and **5% sure** it's a mouse." | |
- You pick the one you're most sure about β πΆ Dog! | |
That's exactly how Softmax works, but with numbers instead of animals! | |
## 4οΈβ£ How do we train the computer? π | |
1. We **show** the computer many images of numbers. πΈ | |
2. It **tries to guess** what number is in the image. π’ | |
3. If it's wrong, we **correct** it and help it learn. π | |
4. After training, it becomes **really good** at recognizing numbers! π | |
## 5οΈβ£ What will we do in the notebook? π | |
- Load the MNIST dataset. π | |
- Build a Softmax Classifier. ποΈ | |
- Train it to recognize numbers. ποΈββοΈ | |
- Test if it works! β | |
Let's start teaching our computer to recognize numbers! π§ π‘ | |
# π§ Building a Simple Neural Network! π€ | |
## 1οΈβ£ What are we doing? π― | |
We are teaching a computer to recognize patterns! It will learn from examples and make smart guesses, just like how you learn from practice. | |
## 2οΈβ£ What is a Neural Network? πΈοΈ | |
A **neural network** is like a **tiny brain** inside a computer. It looks at data, finds patterns, and makes decisions. | |
Imagine your brain trying to recognize your best friend: | |
- Your **eyes** see their face. π | |
- Your **brain** processes what you see. π§ | |
- You **decide**: "Hey, that's my friend!" π | |
A neural network does the same thing but with numbers! | |
## 3οΈβ£ What is a Hidden Layer? π€ | |
A **hidden layer** is like a smart helper inside the network. It helps break down complex problems step by step. | |
Think of it like: | |
- π A house β **Too big to understand at once!** | |
- π§± A hidden layer **breaks it down**: first walls, then windows, then doors! | |
- ποΈ This makes it easier to recognize and understand! | |
## 4οΈβ£ How do we train the computer? π | |
1. We **show** it some data (like numbers or pictures). π | |
2. It **guesses** what it sees. π€ | |
3. If itβs **wrong**, we **correct** it! βοΈ | |
4. After **practicing a lot**, it becomes **really good** at guessing. π | |
## 5οΈβ£ What will we do in the notebook? π | |
- **Build a simple neural network** with **one hidden layer**. ποΈ | |
- **Give it some data** to learn from. π | |
- **Train it** so it gets better. ποΈββοΈ | |
- **Test it** to see if it works! β | |
By the end, our computer will be **smarter** and ready to recognize patterns! π§ π‘ | |
# π€ Making a Smarter Neural Network! π§ | |
## 1οΈβ£ What are we doing? π― | |
We are making a **better and smarter brain** for the computer! Instead of just one smart helper (neuron), we will have **many neurons working together**! | |
## 2οΈβ£ What are Neurons? β‘ | |
Neurons are like **tiny workers** inside a neural network. They take information, process it, and pass it along. The more neurons we have, the **smarter** our network becomes! | |
Think of it like: | |
- ποΈ A simple house = **one worker** π οΈ (slow) | |
- ποΈ A big city = **many workers** ποΈ (faster & better!) | |
## 3οΈβ£ Why More Neurons? π€ | |
More neurons mean: | |
β The network **understands more details**. | |
β It **learns better** and makes **fewer mistakes**. | |
β It can solve **harder problems**! | |
Imagine: | |
- One person trying to solve a big puzzle π§© = **hard** | |
- A team of people working together = **faster & easier!** | |
## 4οΈβ£ How do we train it? π | |
1. **Give it some data** π | |
2. **Let the neurons think** π§ | |
3. **If itβs wrong, we correct it** π | |
4. **After practice, it gets really smart!** π | |
## 5οΈβ£ What will we do in the notebook? π | |
- **Build a bigger neural network** with more neurons! ποΈ | |
- **Feed it data to learn from** π | |
- **Train it to get better** ποΈββοΈ | |
- **Test it to see how smart it is!** β | |
By the end, our computer will be **super smart** at recognizing patterns! π§ π‘ | |
# π€ Teaching a Computer to Solve XOR! π§ | |
## 1οΈβ£ What are we doing? π― | |
We are teaching a computer to understand a special kind of problem called **XOR**. It's like a puzzle where the answer is only "Yes" when things are different. | |
## 2οΈβ£ What is XOR? βπβ | |
XOR is a rule that works like this: | |
- If two things are the **same** β β NO | |
- If two things are **different** β β YES | |
Example: | |
| Input 1 | Input 2 | XOR Output | | |
|---------|---------|------------| | |
| 0 | 0 | 0 β | | |
| 0 | 1 | 1 β | | |
| 1 | 0 | 1 β | | |
| 1 | 1 | 0 β | | |
It's like a **light switch** that only turns on if one switch is flipped! | |
## 3οΈβ£ Why is XOR tricky for computers? π€ | |
Basic computers **donβt understand XOR easily**. They need a **hidden layer** with **multiple neurons** to figure it out! | |
## 4οΈβ£ What do we do in this notebook? π | |
- **Create a neural network** with one hidden layer ποΈ | |
- **Train it** to learn the XOR rule π | |
- **Try different numbers of neurons** (1, 2, 3...) to see what works best! β‘ | |
By the end, our computer will **solve the XOR puzzle** and be smarter! π§ π | |
# π§ Teaching a Computer to Read Numbers! π’π€ | |
## 1οΈβ£ What are we doing? π― | |
We are training a **computer brain** to look at pictures of numbers (0-9) and guess what they are! | |
## 2οΈβ£ What is the MNIST Dataset? πΈ | |
MNIST is a **big collection of handwritten numbers** that we use to teach computers how to recognize digits. | |
## 3οΈβ£ How does the Computer Learn? ποΈ | |
- The computer looks at **lots of examples** of numbers. π | |
- It tries to guess what number each image shows. π€ | |
- If itβs **wrong**, we help it learn and get better! π | |
- After **lots of practice**, it becomes really smart! π | |
## 4οΈβ£ Whatβs Special About This Network? π€ | |
We are using a **simple neural network** with **one hidden layer**. This layer helps the computer **understand patterns** in the numbers! | |
## 5οΈβ£ What Will We Do in This Notebook? π | |
- **Build a simple neural network** with **one hidden layer**. ποΈ | |
- **Train it** to recognize numbers. π | |
- **Test it** to see how smart it is! β | |
By the end, our computer will **read numbers just like you!** π§ π‘ | |
# β‘ Making the Computer Think Better! π§ | |
## 1οΈβ£ What are we doing? π― | |
We are learning about **activation functions** β special rules that help a computer **decide things**! | |
## 2οΈβ£ What is an Activation Function? π€ | |
Think of a **light switch**! π‘ | |
- If you turn it **ON**, the light shines. | |
- If you turn it **OFF**, the light is dark. | |
Activation functions help a computer **decide** what to focus on, just like flipping a switch! | |
## 3οΈβ£ Types of Activation Functions π’ | |
We will learn about: | |
- **Sigmoid**: A soft switch that makes decisions slowly. | |
- **Tanh**: A stronger version of Sigmoid. | |
- **ReLU**: The fastest and strongest switch for learning! | |
## 4οΈβ£ What Will We Do in This Notebook? π | |
- **Learn about different activation functions** β‘ | |
- **Try them in a neural network** ποΈ | |
- **See which one works best** β | |
By the end, weβll know how computers **make smart choices!** π€ | |
# π’ Helping a Computer Read Numbers Better! π§ π€ | |
## 1οΈβ£ What are we doing? π― | |
We are testing **three different activation functions** to see which one helps the computer **read numbers the best!** | |
## 2οΈβ£ What is an Activation Function? π€ | |
An activation function helps the computer **decide things**! | |
Itβs like a **brain switch** that turns information **ON or OFF** so the computer can learn better. | |
## 3οΈβ£ What Activation Functions Are We Testing? β‘ | |
- **Sigmoid**: Soft decision-making. π§ | |
- **Tanh**: A stronger version of Sigmoid. π₯ | |
- **ReLU**: The fastest and most powerful! β‘ | |
## 4οΈβ£ What Will We Do in This Notebook? π | |
- **Train a computer** to read handwritten numbers! π’ | |
- **Use different activation functions** and compare them. β‘ | |
- **See which one works best** for accuracy! β | |
By the end, weβll know which function helps the computer **think the smartest!** π§ π | |
# π§ What is a Deep Neural Network? π€ | |
## 1οΈβ£ What are we doing? π― | |
We are building a **Deep Neural Network (DNN)** to help a computer **understand and recognize numbers**! | |
## 2οΈβ£ What is a Deep Neural Network? π€ | |
A Deep Neural Network is a **super smart computer brain** with **many layers**. | |
Each layer **learns something new** and helps the computer make better decisions. | |
Think of it like: | |
πΆ **A baby** trying to recognize a cat π± β It might get confused! | |
π¦ **A child** learning from books π β Gets better at it! | |
π§ **An expert** who has seen many cats π β Can recognize them instantly! | |
A **Deep Neural Network** works the same wayβit **learns step by step**! | |
## 3οΈβ£ Why is a Deep Neural Network better? π | |
β **More layers** = **More learning!** | |
β Can understand **complex patterns**. | |
β Can make **smarter decisions**! | |
## 4οΈβ£ What Will We Do in This Notebook? π | |
- **Build a Deep Neural Network** with multiple layers ποΈ | |
- **Train it** to recognize handwritten numbers π’ | |
- **Try different activation functions** (Sigmoid, Tanh, ReLU) β‘ | |
- **See which one works best!** β | |
By the end, our computer will be **super smart** at recognizing patterns! π§ π | |
# π Teaching a Computer to See Spirals! π€ | |
## 1οΈβ£ What are we doing? π― | |
We are teaching a **computer brain** to look at points in a spiral shape and **figure out which group they belong to**! | |
## 2οΈβ£ Why is this tricky? π€ | |
The points are **twisted into spirals** π, so the computer needs to be **really smart** to tell them apart. | |
It needs a **deep neural network** to **understand the swirl**! | |
## 3οΈβ£ How does the Computer Learn? ποΈ | |
- It looks at **many points** π | |
- It **guesses** which spiral they belong to β | |
- If itβs **wrong**, we help it fix mistakes! π | |
- After **lots of practice**, it gets really good at sorting them! β | |
## 4οΈβ£ Whatβs Special About This Network? π§ | |
- We use **ReLU activation** β‘ to make learning **faster and better**! | |
- We **train it** to separate the spiral points into **different colors**! π¨ | |
## 5οΈβ£ What Will We Do in This Notebook? π | |
- **Build a deep neural network** with **many layers** ποΈ | |
- **Train it** to separate spirals π | |
- **Check if it gets them right**! β | |
By the end, our computer will **see the spirals just like us!** π§ β¨ | |
# π Teaching a Computer to Be Smarter with Dropout! π€ | |
## 1οΈβ£ What are we doing? π― | |
We are training a **computer brain** to make better predictions by using **Dropout**! | |
## 2οΈβ£ What is Dropout? π€ | |
Dropout is like **playing a game with one eye closed**! π | |
- It makes the computer **forget** some parts of what it learned **on purpose**! | |
- This helps it **not get stuck** memorizing the training examples. | |
- Instead, it learns to **think better** and make **stronger predictions**! | |
## 3οΈβ£ Why is Dropout Important? π§ | |
Imagine learning math but only using the same **five problems** over and over. | |
- Youβll **memorize** them but struggle with new ones! π | |
- Dropout **mixes things up** so the computer learns **general rules**, not just examples! π | |
## 4οΈβ£ What Will We Do in This Notebook? π | |
- **Make some data** to train our computer. π | |
- **Build a neural network** and use Dropout. ποΈ | |
- **Train it using Batch Gradient Descent** (a way to help the computer learn step by step). π | |
- **See how Dropout helps prevent overfitting!** β | |
By the end, our computer will **make smarter decisions** instead of just memorizing! π§ β¨ | |
# π Teaching a Computer to Predict Numbers with Dropout! π€ | |
## 1οΈβ£ What is Regression? π€ | |
Regression is when a computer **learns from past numbers** to **predict future numbers**! | |
For example: | |
- If you save **$5 every week**, how much will you have in **10 weeks**? π° | |
- The computer **looks at patterns** and **makes a smart guess**! | |
## 2οΈβ£ Why Do We Need Dropout? π | |
Sometimes, the computer **memorizes too much** and doesnβt learn the real pattern. π΅ | |
Dropout **randomly turns off** parts of the computerβs learning, so it **thinks smarter** instead of just remembering numbers. | |
## 3οΈβ£ Whatβs Happening in This Notebook? π | |
- **We make number data** for the computer to learn from. π | |
- **We build a model** using PyTorch to predict numbers. ποΈ | |
- **We add Dropout** to stop the model from memorizing. βπ§ | |
- **We check if Dropout helps the model predict better!** β | |
By the end, our computer will be **smarter at guessing numbers!** π§ β¨ | |
# ποΈ Why Can't We Start with the Same Weights? π€ | |
## 1οΈβ£ What is Weight Initialization? π€ | |
When a computer **learns** using a neural network, it starts with **random numbers** (weights) and adjusts them over time to get better. | |
## 2οΈβ£ What Happens if We Use the Same Weights? π¨ | |
If all the starting weights are **the same**, the computer gets **confused**! π΅ | |
- Every neuron learns **the exact same thing** β No variety! | |
- The network **doesnβt improve**, and learning **gets stuck**. | |
## 3οΈβ£ What Will We Do in This Notebook? π | |
- **Make a simple neural network** to test this. ποΈ | |
- **Initialize all weights the same way** to see what happens. βοΈ | |
- **Try using different random weights** and compare the results! π― | |
By the end, weβll see why **random weight initialization is important** for a smart neural network! π§ β¨ | |
# π― Helping a Computer Learn Better with Xavier Initialization! π€ | |
## 1οΈβ£ What is Weight Initialization? π€ | |
When a neural network **starts learning**, it needs to begin with **some numbers** (called weights). | |
If we **pick bad starting numbers**, the network **won't learn well**! | |
## 2οΈβ£ What is Xavier Initialization? βοΈ | |
Xavier Initialization is a **smart way** to pick these starting numbers. | |
It **balances** them so theyβre **not too big** or **too small**. | |
This helps the computer **learn faster** and **make better decisions**! π | |
## 3οΈβ£ What Will We Do in This Notebook? π | |
- **Build a neural network** to recognize handwritten numbers. π’ | |
- **Use Xavier Initialization** to set up good starting weights. π― | |
- **Compare** how well the network learns! β | |
By the end, weβll see why **starting right** helps a neural network **become smarter!** π§ β¨ | |
# π Helping a Computer Learn Faster with Momentum! π€ | |
## 1οΈβ£ What is a Polynomial Function? π | |
A polynomial function is a math equation with **powers** (like squared or cubed numbers). | |
For example: | |
- \( y = x^2 + 3x + 5 \) | |
- \( y = x^3 - 2x^2 + x \) | |
These are tricky for a computer to learn! π΅ | |
## 2οΈβ£ What is Momentum? β‘ | |
Imagine rolling a ball down a hill. β°οΈπ | |
- If the ball **stops at every step**, it takes **a long time** to reach the bottom. | |
- But if we give it **momentum**, it **keeps going** and moves faster! π | |
Momentum helps a neural network **move in the right direction** without getting stuck. | |
## 3οΈβ£ What Will We Do in This Notebook? π | |
- **Teach a computer to learn polynomial functions.** π | |
- **Use Momentum** to help it learn faster. π | |
- **Compare it to normal learning** and see why Momentum is better! β | |
By the end, weβll see how **Momentum helps a neural network** learn tricky math problems **faster and smarter!** π§ β¨ | |
# πββοΈ Helping a Neural Network Learn Faster with Momentum! π | |
## 1οΈβ£ What is a Neural Network? π€ | |
A neural network is a **computer brain** that learns by **adjusting numbers (weights)** to make good predictions. | |
## 2οΈβ£ What is Momentum? β‘ | |
Imagine pushing a heavy box. π¦ | |
- If you **push and stop**, it moves slowly. π΄ | |
- But if you **keep pushing**, it **gains speed** and moves **faster**! π | |
Momentum helps a neural network **keep moving in the right direction** without getting stuck! | |
## 3οΈβ£ What Will We Do in This Notebook? π | |
- **Train a neural network** to recognize patterns. π― | |
- **Use Momentum** to help it learn faster. πββοΈ | |
- **Compare it to normal learning** and see why Momentum is better! β | |
By the end, weβll see how **Momentum helps a neural network** become **faster and smarter!** π§ β¨ | |
# π Helping a Neural Network Learn Better with Batch Normalization! π€ | |
## 1οΈβ£ What is a Neural Network? π§ | |
A neural network is like a **computer brain** that learns by adjusting **numbers (weights)** to make smart decisions. | |
## 2οΈβ£ What is Batch Normalization? βοΈ | |
Imagine a race where everyone starts at **different speeds**. Some are too slow, and some are too fast. πββοΈπ¨ | |
Batch Normalization **balances the speeds** so everyone runs **smoothly together**! | |
For a neural network, this means: | |
- **Making learning faster** π | |
- **Stopping extreme values** that cause bad learning β | |
- **Helping the network work better** with deep layers! ποΈ | |
## 3οΈβ£ What Will We Do in This Notebook? π | |
- **Train a neural network** to recognize patterns. π― | |
- **Use Batch Normalization** to help it learn better. βοΈ | |
- **Compare it to normal learning** and see the difference! β | |
By the end, weβll see why **Batch Normalization** makes neural networks **faster and smarter!** π§ β¨ | |
# π How Do Computers See? Understanding Convolution! π€ | |
## 1οΈβ£ What is Convolution? π | |
Convolution is like **giving a computer glasses** to help it focus on parts of an image! πΆοΈ | |
- It **looks at small parts** of a picture instead of the whole thing at once. πΌοΈ | |
- It **finds patterns**, like edges, shapes, or textures. π² | |
## 2οΈβ£ Why Do We Use It? π― | |
Imagine finding **Waldo** in a giant picture! ππ¦ | |
- Instead of looking at everything at once, we **scan** small parts at a time. | |
- Convolution helps computers **scan images smartly** to recognize objects! π | |
## 3οΈβ£ What Will We Do in This Notebook? π | |
- **Learn how convolution works** step by step. π οΈ | |
- **See how it helps computers find patterns** in images. πΌοΈ | |
- **Understand why convolution is used in AI** for image recognition! π€β | |
By the end, weβll see how convolution helps computers **see and understand pictures like humans!** π§ β¨ | |
# πΌοΈ How Do Computers See Images? Understanding Activation & Max Pooling! π€ | |
## 1οΈβ£ What is an Activation Function? β‘ | |
Activation functions **help the computer make smart decisions**! π§ | |
- They decide **which patterns are important** in an image. | |
- Without them, the computer wouldnβt know what to focus on! π― | |
## 2οΈβ£ What is Max Pooling? π | |
Max Pooling is like **shrinking an image** while keeping the best parts! | |
- It **takes the most important details** and removes extra noise. ποΈ | |
- This makes the computer **faster and better at recognizing objects!** π | |
## 3οΈβ£ What Will We Do in This Notebook? π | |
- **See how activation functions work** to find patterns. π | |
- **Learn how max pooling makes images smaller but useful.** π | |
- **Understand why these tricks make AI smarter!** π€β | |
By the end, weβll see how **activation & pooling help computers "see" images like we do!** π§ β¨ | |
# π How Do Computers See Color? Understanding Multiple Channel Convolution! π€ | |
## 1οΈβ£ What is a Channel in an Image? π¨ | |
Think of a picture on your screen. πΌοΈ | |
- A **black & white** image has **1 channel** (just light & dark). β«βͺ | |
- A **color image** has **3 channels**: **Red, Green, and Blue (RGB)!** π | |
Computers **combine these channels** to see full-color pictures! | |
## 2οΈβ£ What is Multiple Channel Convolution? π | |
- Instead of looking at just one channel, the computer **processes all 3 (RGB)** at the same time. π΄π’π΅ | |
- This helps it **find edges, textures, and patterns in color images**! π― | |
## 3οΈβ£ What Will We Do in This Notebook? π | |
- **See how convolution works on multiple channels.** π | |
- **Understand how computers recognize colors & details.** πΌοΈ | |
- **Learn why this is important for AI and image recognition!** π€β | |
By the end, weβll see how **computers process full-color images like we do!** π§ β¨ | |
# πΌοΈ How Do Computers Recognize Pictures? Understanding CNNs! π€ | |
## 1οΈβ£ What is a Convolutional Neural Network (CNN)? π§ | |
A CNN is a special **computer brain** designed to **look at pictures** and find patterns! π | |
- It **scans an image** like our eyes do. π | |
- It learns to recognize **shapes, edges, and objects**. π― | |
- This helps AI **identify things in pictures**, like cats π±, dogs πΆ, or numbers π’! | |
## 2οΈβ£ How Does a CNN Work? βοΈ | |
A CNN has **layers** that help it learn step by step: | |
1. **Convolution Layer** β Finds small details like edges and corners. π² | |
2. **Pooling Layer** β Shrinks the image but keeps the important parts. π | |
3. **Fully Connected Layer** β Makes the final decision! β | |
## 3οΈβ£ What Will We Do in This Notebook? π | |
- **Build a simple CNN** that can recognize images. ποΈ | |
- **See how each layer helps the computer "see" better.** π | |
- **Understand why CNNs are great at image recognition!** π | |
By the end, weβll see how **CNNs help computers recognize pictures just like humans do!** π§ β¨ | |
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# πΌοΈ Teaching a Computer to See Small Pictures! π€ | |
## 1οΈβ£ What is a CNN? π§ | |
A **Convolutional Neural Network (CNN)** is a special AI that **looks at pictures and finds patterns**! π | |
- It scans images **piece by piece** like a puzzle. π§© | |
- It learns to recognize **shapes, edges, and objects**. π― | |
- CNNs help AI recognize **faces, animals, and numbers**! π±π’π | |
## 2οΈβ£ Why Small Images? π | |
Small images are **harder to understand** because they have **fewer details**! | |
- A CNN needs to **work extra hard** to find important features. πͺ | |
- We use **smaller filters and layers** to capture details. ποΈ | |
## 3οΈβ£ What Will We Do in This Notebook? π | |
- **Train a CNN on small images.** ποΈ | |
- **See how it learns to recognize patterns.** π | |
- **Understand why CNNs work well, even with tiny pictures!** π | |
By the end, weβll see how **computers can recognize even small images with AI!** π§ β¨ | |
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# πΌοΈ Teaching a Computer to See Small Pictures with Batches! π€ | |
## 1οΈβ£ What is a CNN? π§ | |
A **Convolutional Neural Network (CNN)** is a special AI that **looks at pictures and learns patterns**! π | |
- It **finds shapes, edges, and objects** in an image. π― | |
- It helps AI recognize **faces, animals, and numbers**! π±π’π | |
## 2οΈβ£ What is a Batch? π¦ | |
Instead of looking at **one image at a time**, the computer looks at **a group (batch) of images** at once! | |
- This **makes learning faster**. π | |
- It helps the CNN **understand patterns better**. π§ β | |
## 3οΈβ£ Why Small Images? π | |
Small images have **fewer details**, so the CNN must **work harder to find patterns**. πͺ | |
- We **train in batches** to help the computer **learn faster and better**. ποΈ | |
## 4οΈβ£ What Will We Do in This Notebook? π | |
- **Train a CNN on small images using batches.** ποΈ | |
- **See how it learns to recognize objects better.** π | |
- **Understand why batching helps AI train efficiently!** β‘ | |
By the end, weβll see how **CNNs learn faster and smarter with batches!** π§ β¨ | |
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# πΌοΈ Teaching a Computer to Recognize Handwritten Numbers! π€ | |
## 1οΈβ£ What is a CNN? π§ | |
A **Convolutional Neural Network (CNN)** is a smart AI that **looks at pictures and learns patterns**! π | |
- It **finds shapes, lines, and curves** in images. π’ | |
- It helps AI recognize **digits and handwritten numbers**! βοΈ | |
## 2οΈβ£ Why Handwritten Numbers? π’ | |
Handwritten numbers are **tricky** because everyone writes differently! | |
- A CNN must **learn the different ways** people write the same number. | |
- This helps it **recognize digits** even if they are messy. π‘ | |
## 3οΈβ£ What Will We Do in This Notebook? π | |
- **Train a CNN to classify images of handwritten numbers.** ποΈ | |
- **See how it learns to recognize different digits.** π | |
- **Understand how AI can analyze images of handwritten numbers!** π | |
By the end, weβll see how **computers can recognize handwritten numbers just like we do!** π§ β¨ |