Session
Computer Science and Communication Engineering
Description
Linear operators occupy an important place in functional analysis and linear algebra, which are among the most important and substantive disciplines of mathematics, whose methods and results have created an indispensable apparatus for the development of numerical mathematics, theory of approximations, equations differential and especially mathematical physics and applied mathematics. Also, linear operators are a central object of study in vector space theory.
A linear operator is a function which satisfies the conditions of additivity and homogeneity. Not every function is linear operators. We will try to explore some functions which are also linear operators.
Keywords:
Function, linear operators, vectors, vector space
Session Chair
Bertan Karahoda
Session Co-Chair
Krenare Pireva
Proceedings Editor
Edmond Hajrizi
ISBN
978-9951-550-19-2
First Page
74
Last Page
79
Location
Pristina, Kosovo
Start Date
26-10-2019 1:30 PM
End Date
26-10-2019 3:00 PM
DOI
10.33107/ubt-ic.2019.275
Recommended Citation
Kabashi, Faton; Jusufi, Azir; and Leka, Hizer, "Analyzing the linearity of some operators" (2019). UBT International Conference. 275.
https://knowledgecenter.ubt-uni.net/conference/2019/events/275
Included in
Analyzing the linearity of some operators
Pristina, Kosovo
Linear operators occupy an important place in functional analysis and linear algebra, which are among the most important and substantive disciplines of mathematics, whose methods and results have created an indispensable apparatus for the development of numerical mathematics, theory of approximations, equations differential and especially mathematical physics and applied mathematics. Also, linear operators are a central object of study in vector space theory.
A linear operator is a function which satisfies the conditions of additivity and homogeneity. Not every function is linear operators. We will try to explore some functions which are also linear operators.