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Day 10: Matrices and Matrix Operations - The Building Blocks of AI

Day 10: Matrices and Matrix Operations - The Building Blocks of AI

Day 10: Matrices and Matrix Operations - The Building Blocks of AI

Matrix Art

vanishingincmagic.com

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The Matrix Live Wallpaper

The Matrix Live Wallpaper

mylivewallpapers.com

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Unveiling the hidden layers of the 3D MATRIX like never before. This deep dive exposes dark secrets that have been shielded from us for far too long. As we journey into the intricate workings of the Matrix, we'll unearth shocking truths that necessitate immediate action. 👉 Follow for More : https://Youtube.com/c/DNAAWAKENING ✔ #3d #thematrix #matrix #dimensions #space #matrix #higherdimensions #astralprojection #fifthdimension #possibilities #universe #cosmicenergy #consciousness #frequency #ma

Unveiling the hidden layers of the 3D MATRIX like never before. This deep dive exposes dark secrets that have been shielded from us for far too long. As we journey into the intricate workings of the Matrix, we'll unearth shocking truths that necessitate immediate action. 👉 Follow for More : https://Youtube.com/c/DNAAWAKENING ✔ #3d #thematrix #matrix #dimensions #space #matrix #higherdimensions #astralprojection #fifthdimension #possibilities #universe #cosmicenergy #consciousness #frequency #ma

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Gurwinder singh on Instagram: "🎥 3D Matrix — When the Determinant is Zero What happens when you apply a 3x3 matrix to space? In this animation: We start with the standard cube formed by the unit vectors î, ĵ, k̂, shown as yellow arrows. These vectors form the edges of a perfect cube. The determinant of the identity matrix is 1 → the cube has volume. We then apply a matrix whose determinant is zero. Notice how the cube collapses! The transformed vectors still form a region, but it loses depth:

Gurwinder singh on Instagram: "🎥 3D Matrix — When the Determinant is Zero What happens when you apply a 3x3 matrix to space? In this animation: We start with the standard cube formed by the unit vectors î, ĵ, k̂, shown as yellow arrows. These vectors form the edges of a perfect cube. The determinant of the identity matrix is 1 → the cube has volume. We then apply a matrix whose determinant is zero. Notice how the cube collapses! The transformed vectors still form a region, but it loses depth:

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∞ ɱ α ƚ ԋ ҽ ɱ α ƚ ι ƈ ʂ ∞ 🇹🇭 on Instagram: "Understanding 3D Linear Transformations (Matrix Multiplication) Start with an input vector v = (x, y, z) ↓ A matrix represents a linear transformation (each column shows where the basis vectors go) ↓ Multiplying a matrix by v = applying the transformation to the vector ↓ If two matrices are multiplied together: A · B ↓ This means: First apply transformation B Then apply transformation A ↓ Order matters! A · B ≠ B · A (in general) ↓ Geometric interpre

∞ ɱ α ƚ ԋ ҽ ɱ α ƚ ι ƈ ʂ ∞ 🇹🇭 on Instagram: "Understanding 3D Linear Transformations (Matrix Multiplication) Start with an input vector v = (x, y, z) ↓ A matrix represents a linear transformation (each column shows where the basis vectors go) ↓ Multiplying a matrix by v = applying the transformation to the vector ↓ If two matrices are multiplied together: A · B ↓ This means: First apply transformation B Then apply transformation A ↓ Order matters! A · B ≠ B · A (in general) ↓ Geometric interpre

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Linear Algebra: Operations with Matrices (Section 2.1) | Math with Professor V

Linear Algebra: Operations with Matrices (Section 2.1) | Math with Professor V

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3D Drawing Tutorials

3D DRAWING TUTORIAL - [ Step by Step Method ]

3D DRAWING TUTORIAL - [ Step by Step Method ]

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1K views · 14 reactions | How to Draw in 3D: Easy Step-by-Step...

1K views · 14 reactions | How to Draw in 3D: Easy Step-by-Step...

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🎨How to Draw in 3D: Easy Step-by-Step Tutorial for Beginners #fblifestyle Want to make your drawings pop off the page? In this beginner-friendly tutorial, you’ll learn how to draw in 3D using simple techniques like perspective, shading, and depth. Whether you're sketching 3D shapes, objects, or letters, this guide will help you understand the basics and level up your art. No advanced tools needed—just a pencil and paper! ✅ What you'll learn: One-point and two-point perspective Basic 3D shapes (

🎨How to Draw in 3D: Easy Step-by-Step Tutorial for Beginners #fblifestyle Want to make your drawings pop off the page? In this beginner-friendly tutorial, you’ll learn how to draw in 3D using simple techniques like perspective, shading, and depth. Whether you're sketching 3D shapes, objects, or letters, this guide will help you understand the basics and level up your art. No advanced tools needed—just a pencil and paper! ✅ What you'll learn: One-point and two-point perspective Basic 3D shapes (

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Gurwinder singh on Instagram: "🎥 3D Matrix — When the Determinant is Zero What happens when you apply a 3x3 matrix to space? In this animation: We start with the standard cube formed by the unit vectors î, ĵ, k̂, shown as yellow arrows. These vectors form the edges of a perfect cube. The determinant of the identity matrix is 1 → the cube has volume. We then apply a matrix whose determinant is zero. Notice how the cube collapses! The transformed vectors still form a region, but it loses depth:

Gurwinder singh on Instagram: "🎥 3D Matrix — When the Determinant i…

已浏览 8228 次4 个月之前

Instagramgurwindermath

∞ ɱ α ƚ ԋ ҽ ɱ α ƚ ι ƈ ʂ ∞ 🇹🇭 on Instagram: "Understanding 3D Linear Transformations (Matrix Multiplication) Start with an input vector v = (x, y, z) ↓ A matrix represents a linear transformation (each column shows where the basis vectors go) ↓ Multiplying a matrix by v = applying the transformation to the vector ↓ If two matrices are multiplied together: A · B ↓ This means: First apply transformation B Then apply transformation A ↓ Order matters! A · B ≠ B · A (in general) ↓ Geometric interpre

∞ ɱ α ƚ ԋ ҽ ɱ α ƚ ι ƈ ʂ ∞ 🇹🇭 on Instagram: "Understanding 3D Lin…

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