Search Results for "vectors"

This is a concise, beginner-friendly introduction to the fundamental concepts of linear algebra, intended to give readers intuition without overwhelming detail. The material is organized into chapters covering vectors, matrices, linear systems, vector spaces, eigenvalues/eigenvectors, and other central topics, each with worked examples and explanations. There is also a companion “LAB” section for hands-on exploration (e.g. using Python/NumPy) to help cement the connections between algebraic formulas and computational behavior. The exposition aims to sit between a pop-math summary and a heavy textbook: definitions and key theorems are stated cleanly, while proofs are sometimes omitted or sketched to keep the flow digestible. ...

Book4_Power-of-Matrix is an open educational repository that forms part of the Visualize-ML book series, focusing on explaining matrix mathematics and linear algebra concepts through visual and intuitive methods. The project is designed to help readers progress from basic arithmetic toward machine learning fundamentals by building a strong conceptual understanding of vectors, matrices, and their operations. It combines explanatory text, diagrams, and Python examples to bridge theory and practical computation. The material emphasizes geometric interpretation and visual reasoning, which makes abstract linear algebra topics more accessible to beginners and self-learners. The repository is continuously updated and intended to accompany the broader Visualize-ML learning ecosystem. ...

java symbolic computing library and math editor, with : polynomial system solving, vectors & matrices, factorization, derivatives, integrals (rational functions), boolean algebra, simplification, MathML output, java code generation, geometric algebra

Source code of the programs used in the book Lasko M. Laskov. 2016. Programming in C++, Examples and Solutions, Part One: From Procedural Towards Object-Oriented Paradigm. New Bulgarian University. ISBN 978-954-535-903-3.

...For visualizing this we can transform a vector, but it has an obvious problem, because the linear transformation transform the whole space, not just the vector, in other words it transforms the basis vectors thus every vector in the space gets transformed too. That's why i created this app so everyone can see how a transformation matrix change the whole space.

Lottie Vectors is an application for Matlab that alows you to do some pretty neat things -with vectors. More exactly -displaying them in ways that hopefully will allow you to explore and better understand your vector data. The basic idea is simple, take a vector defined in one of a few different types of data formats and map it on the screen.

Simple Dumping Monitor Library (DumpMon) for Arduino-compatible ATmega microcontroller based boards allow to display either memory, registers and timer dumps and also interrupt vectors table dump. Beginning since version 0.6 functions of simple symbolic debugger are added. Being compiled the library requires about 11 KBytes of program memory (15 KBytes for Arduino MEGA). Requirements to RAM memory don't exceed 1 KByte (277 Bytes for dumpmon.pde example, 377 Bytes for dumpmonDebug.pde).

Gradient pattern analysis (GPA)[http://en.wikipedia.org/wiki/Gradient_pattern_analysis] is a geometric computing method for characterizing symmetry breaking of an ensemble of asymmetric vectors regularly distributed in a square lattice.

This is a project to develop a vector program, to calculate with two three-dimensions vectors (x,y,z). It's really usefull to maths, use it! The download pre-selected is in English, if you want in Spanish, you have it in the folders.

The java applet for distance education and vectors-based graphics data representation.

A tool for people interested in Special Relativity. Can introduce you to some basics, as the transformations and the 4-vectors. Examples, illustrations and some exercises will be included. With some time, effort, and space on the desk, you can master it.

VectorIt! is a Java-Program for calculating and three-dimensional rendering of vectors and other vector objects like points, lines, planes, circules and spheres.