matrixformulated
Matrixformulated is a term used to describe approaches that express problems, models, or systems through matrix-based formulations. As an adjective or noun, it emphasizes representing relationships with matrices, employing linear algebra operations to manipulate and solve the model. The terminology appears across mathematics, engineering, physics, data science, and applied economics, where complex interactions can be encoded as matrix equations or state-space representations.
Origin and scope: The phrase is a modern neologism rather than a single standardized concept, and its
Typical forms include solving linear systems Ax = b, analyzing stability via eigenvalue decompositions, and describing dynamical
Benefits and limitations: Benefits include concise representation, efficient computation using linear algebra libraries, and straightforward integration
See also linear algebra, matrix algebra, state-space representation, matrix factorization, and graph representations using adjacency matrices.