Search Results for "pixels"
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Showing 2 open source projects for "pixels"
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Resolver
A general purpose high precision conversion utility for Java
This is a Java port of my C++ conversion utility from Geodesica-SFX. Currently only Lengths and Areas are implemented. User can enter fractional or decimal values and set the number of divisions for the following units: Pixels•Points (DTP)•Points (HMT)•Pica‑Ems (DTP)•Pica‑Ems (HMT)•Fermi•Angstroms•Microns•Millimeters•Centimeters•Meters• Kilometers•Hectares•Astronomical Units•Light Years•Parsecs•Microinches•Mils•Lines•Inches•Palms•Hands•Feet•Yards•Cables• Furlongs•Rods•Roods•Gunter's Chains•Gunter's Links•Modern Chains•Modern Links•Quarter Acres•Half Acres•Whole Acres• Hides•Miles•Land Leagues•Fathoms•US Nautical Miles•US Nautical Leagues•UK Nautical Miles•UK Nautical Leagues•Admiralty Miles• Admiralty Leagues•User Units•Digits•Standard Cubits•Bible Cubits•Royal Cubits•Palestinian Cubits•Sacred Cubits•Greek Cubits• Sumerian Feet•Roman Feet•Roman Paces•Roman Furlongs•Remen•Stadia•Megalithic Feet (theoretical)•Megalithic Yards (Thom)•Megalithic Miles (theoretical). -
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MNCubes
Research project to compute repeating patterns in discrete planes
A 2D line can be rasterized into a 8-connected sequence of pixels which exhibit repeating patterns of connected pixels. Likewise, a 3D plane can be rasterized into connected cubes. A 'rectangular' cut of m x n cubes is a (m,n)-cube. Given m and n, the goal of this project is to generate all the (m,n)-cubes for all the (integer) discrete planes, based on the intersection vertices on a Farey diagram.
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