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1650 BCE
Rhind Papyrus
First records of solving systems of simple linear equations.
Mathematician: Ahmes -
820
"Al-jabr"
Fundamentals of algebra, including methods for solving linear and quadratic equations.
mathematician:Al-Khwarizmi -
Cartesian geometry
Introduction of Cartesian coordinates, relating algebra and geometry.
Mathematician: Descartes -
"Die lineare Ausdehnungslehre"
Linear extension theory, introducing fundamental concepts of modern linear algebra.
Mathematician:Grassmann -
Introduction of the term "matrix"
Formalization of matrix notation.
mathematician: Sylvester -
Invariant theory
Development of matrix theory and its applications , in addition to introducing matrix notation, developed the theory of invariants, which studies the properties of algebraic expressions that remain unchanged under certain transformations..
mathematician: Cayley -
The consolidation of concepts
They laid the foundations of set theory, which was fundamental for the formalization of the concepts of linear algebra.
Mathematicians: Georg Cantor and Richard Dedekind -
Hilbert spaces
Fundamentals of functional analysis and quantum mechanics.
Mathematician: Hilbert -
Formalization of the theory of vector spaces
Establishing a structure
Mathematician: Various mathematicians -
Computational linear algebra, machine learning and artificial intelligence
Development of efficient algorithms and applications in various areas.
Mathematics: various researchers -
PARTICIPANTES:
PARTICIPANTES: KANER MORENO, MARIA YEPES, SAMUEL GARCIA