A. Dargys

most citedA note on solution of

a x + x b = c

by Clifford algebras

4 citations · 4 across the 3 of their papers we have counts for

collaborators

3 papers

quant-ph2022

The characteristic polynomial in calculation of exponential and elementary functions in Clifford algebras

Arturas Acus, Adolfas Dargys

Formulas to calculate multivector exponentials in a base-free representation and in a orthonormal basis are presented for an arbitrary Clifford geometric algebra Cl(p,q). The formu…

math-ph2022

Exponential and logarithm of multivector in low dimensional (n=p+q<3) Clifford algebras

Adolfas Dargys, Arturas Acus

Closed form expressions for a multivector exponential and logarithm are presented in real Clifford geometric algebras Cl(p,q)when n=p+q=1 (complex and hyperbolic numbers) and n=2 (…

math.RA2019★ 4 cited

A note on solution of $a x + x b = c$ by Clifford algebras

A. Dargys, A. Acus

The coordinate-free solutions of the multivector equation $a x + x b = c$ are discussed and presented for the Clifford algebras $C l_{p, q}$ when $p + q \leq 3$ .

The characteristic polynomial in calculation of exponential and elementary functions in Clifford algebras

Exponential and logarithm of multivector in low dimensional (n=p+q<3) Clifford algebras

A note on solution of ax+xb=c by Clifford algebras

A note on solution of $a x + x b = c$ by Clifford algebras