Orthogonal Symmetric Biderivations in Rings
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In the concept of rings, the study of associative rings has induced a great interest and has a great importance. In particular, the study of derivations in prime or semiprime rings has produced many interesting results. These results have many applications in various branches of mathematics and engineering. Many mathematicians of recent years studied derivations on rings with keen interest and their investigations helps to extend these results through the study of different types of derivations like symmetric biderivations, symmetric reverse biderivations, generalized biderivations, and recently, many authors have shown interest towards orthogonality of derivations, biderivations, etc in prime as well as semiprime rings.
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In the concept of rings, the study of associative rings has induced a great interest and has a great importance. In particular, the study of derivations in prime or semiprime rings has produced many interesting results. These results have many applications in various branches of mathematics and engineering. Many mathematicians of recent years studied derivations on rings with keen interest and their investigations helps to extend these results through the study of different types of derivations like symmetric biderivations, symmetric reverse biderivations, generalized biderivations, and recently, many authors have shown interest towards orthogonality of derivations, biderivations, etc in prime as well as semiprime rings.
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