Descriptive Geometry: Fundamentals

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Related lectures (32)

Axonometry: Core Concepts

Covers the core concepts of axonometry, focusing on projection and linear dependence of vectors.

Projection parallèle

Covers topics such as parallel projection, Monge's method, true sizes, intersections, shadows, and perspectives.

Coordinates and Projection Systems

Covers observation scales, coordinate systems, geoid, and projection systems in GIS.

Linear Algebra: Projection and Rotation

Covers projection, rotation, white Gaussian noise, and waveform observation in linear algebra.

Geometric Projections: Understanding Monge's Method

Covers geometric projections using Monge's method, focusing on representing three-dimensional points through their orthogonal projections.

Physics 1: Harmonic Oscillator and Spherical Coordinates

Explores harmonic oscillators, pendulum movement, and spherical coordinates in physics.

Axonometry: Image of Points and True Magnitude of Segments

Explains axonometry, focusing on image of points and true magnitude of segments in 3D space.

Introduction to GeoGebra: Quadrants and Bisector Planes

Covers the definition of section ratio and quadrants division in space.

Geometric Transformations in R2 and R3

Explores geometric transformations in R2 and R3, including linear transformations, projections, matrices, and trace properties.

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Geometric Transformations: Meanings and Applications

Explores geometric transformations, invariant properties, and mean relationships in modern geometry.

Historical Overview: Antiquity & Renaissance

Explores the evolution of representation techniques from Antiquity to the Renaissance, analyzing different perspectives on projection and perspective.

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