-
1 BCE
Mesopotamia and Babylon 2000-500 a.c
Mathematics was dominated
by arithmetic and geometric
calculations. -
2
Egypt 2000-500 a.c
They developed a very elementary algebra that was useful in solving everyday problems. -
3
Siglo III d.c
diophantus introduced a very elementary algebraic sign to desigmata the unknown within the equations -
4
Siglo IX d.c
AI-Khwarizmi his works were fundamental for the development of algebra -
5
Siglo XII d.c
Omar Khayyam showed how cube roots are expressed using the segments obtained by intersection of conic sections. -
6
Siglo XVI d.c
Cristobal Rudolf introduced the square root symbol that we use today. -
7
Siglo XVII d.c (1750)
Creamer developed his method of solving systems by means of determinants. -
8
Siglo XVIII d.c (1799)
Carl Friedrich Gauss published the proof that every polynomial equation has at least one root in the complex plane. -
9
Siglo XVII d.c (1811)
Jean Robert Argand crea la representacion grafica del plano complejo, tambien conocida como plano de
Argand -
10
Siglo XIX d.c
Hermann Grassmann, can be considered the creator of linear algebra, defined concepts such as linear combination, linear independence, defined the first notions of subspace, dimension, among other concepts -
11
Siglo XX d.c
Cayley developed the concept of multiplication, which led to the development of matrices to represent the composition of applications (linear transformation). -
12
Trabajo hecho por Eliecer Arias Florez y Yesid Mateo Sanchez Hincapiè
.