<--- Back to Details
First PageDocument Content
Transformation / Computer graphics / Linear algebra / 3D computer graphics / Projective geometry / Cartesian coordinate system / Homogeneous coordinates / Orthographic projection / Transformation matrix / Geometry / Mathematics / Algebra
Transformation
Computer graphics
Linear algebra
3D computer graphics
Projective geometry
Cartesian coordinate system
Homogeneous coordinates
Orthographic projection
Transformation matrix
Geometry
Mathematics
Algebra

Untitled

Add to Reading List

Source URL: accad.osu.edu

Download Document from Source Website

Share Document on Facebook

Similar Documents

Map projections / Cartography / Equirectangular projection / Lambert conformal conic projection / Mercator projection / Scale / Azimuthal equidistant projection / Orthographic projection in cartography / Cylindrical equal-area projection / Equidistant conic projection / Stereographic projection / Lambert azimuthal equal-area projection

The Cartographic Journal pp. 1–9 2016 © 2016 The British Cartographic Society R E F E R E E D PA P E R

DocID: 1q2PS - View Document

Geometry / Parallel projection / Perspective / Plan / Floor plan / Mouse / Map projection / Graphical projection / Multiview orthographic projection / Technical drawing / Visual arts / Architecture

Microsoft Word - viewing objects 2.doc

DocID: 17CsO - View Document

Image processing / Imaging / Epipolar geometry / Optics / Telecentric lens / Orthographic projection / Map projection / Edge detection / Infographics / Geometry / Computer vision

Shape from Depth Discontinuities under Orthographic Projection Douglas Lanman, Daniel Cabrini Hauagge, and Gabriel Taubin Division of Engineering, Brown University Providence, RIUSA Abstract

DocID: 149gj - View Document

Dimension / Ficus / Layers / Mathematics / Measurement / Physics / Multiview orthographic projection / Digital photography / Image processing / Abstract algebra

3D Dimensions - A Tutorial To achieve 3-dimensional dimensions in VectorWorks, I have found the following method. Start with the shape that you want to dimension. Shown in Fig. 1, I have created an arbitrary shape of a t

DocID: 12whA - View Document

Orthographic projection; Azimuthal; Neither Conformal or Equal-area; Hipparchus; 2nd Century B. C.

DocID: ZUf8 - View Document