activity
19972012
most citedComplex Numbers in n Dimensions

32 citations · 96 across the 22 of their papers we have counts for

collaborators

22 papers

nucl-ex2012

Gamma Resonances near Threshold for the Production of Thermal Photoneutrons

Silviu Olariu, Agata Olariu

We have determined the positions of the (gamma,n) resonances and upper limits for the integrated cross sections for the (gamma,n) reactions, using data for the inverse process (n,g…

math.CV2000★ 32 cited

Complex Numbers in n Dimensions

Silviu Olariu

This monograph presents a detailed analysis of hypercomplex numbers in 2, 3 and 4 dimensions, then presents the properties of hypercomplex numbers in 5 and 6 dimensions. It continu…

math.CV2000

Planar complex numbers in even n dimensions

Silviu Olariu

Planar commutative n-complex numbers of the form u=x_0+h_1x_1+h_2x_2+...+h_{n-1}x_{n-1} are introduced in an even number n of dimensions, the variables x_0,...,x_{n-1} being real n…

math.CV2000

Polar complex numbers in n dimensions

Silviu Olariu

Polar commutative n-complex numbers of the form u=x_0+h_1x_1+h_2x_2+...+h_{n-1}x_{n-1} are introduced in n dimensions, the variables x_0,...,x_{n-1} being real numbers. The polar n…

math.CV2000

Complex numbers in 6 dimensions

Silviu Olariu

Two distinct systems of commutative complex numbers in 6 dimensions of the polar and planar types of the form u=x_0+h_1x_1+h_2x_2+h_3x_3+h_4x_4+h_5x_5 are described in this work, w…

math.CV2000

Complex numbers in 5 dimensions

Silviu Olariu

A system of commutative complex numbers in 5 dimensions of the form u=x_0+h_1x_1+h_2x_2+h_3x_3+h_4x_4 is described in this paper, the variables x_0, x_1, x_2, x_3, x_4 being real n…