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This volume showcases mostly the contributions presented at the
International Conference in Algebra and Its Applications held at
the Aligarh Muslim University, Aligarh, India during November
12-14, 2016. Refereed by renowned experts in the field, this
wide-ranging collection of works presents the state of the art in
the field of algebra and its applications covering topics such as
derivations in rings, category theory, Baer module theory, coding
theory, graph theory, semi-group theory, HNP rings, Leavitt path
algebras, generalized matrix algebras, Nakayama conjecture, near
ring theory and lattice theory. All of the contributing authors are
leading international academicians and researchers in their
respective fields. Contents On Structure of -Prime Rings with
Generalized Derivation A characterization of additive mappings in
rings with involution| Skew constacyclic codes over Fq + vFq + v2Fq
Generalized total graphs of commutative rings: A survey
Differential conditions for which near-rings are commutative rings
Generalized Skew Derivations satisfying the second Posner's theorem
on Lie ideals Generalized Skew-Derivations on Lie Ideals in Prime
Rings On generalized derivations and commutativity of prime rings
with involution On (n, d)-Krull property in amalgamated algebra
Pure ideals in ordered -semigroups Projective ideals of
differential polynomial rings over HNP rings Additive central
m-power skew-commuting maps on semiprime rings A Note on
CESS-Lattices Properties Inherited by Direct Sums of Copies of a
Module Modules witnessing that a Leavitt path algebra is directly
infinite Inductive Groupoids and Normal Categories of Regular
Semigroups Actions of generalized derivations in Rings and Banach
Algebras Proper Categories and Their Duals On Nakayama Conjecture
and related conjectures-Review On construction of global actions
for partial actions On 2-absorbing and Weakly 2-absorbing Ideals in
Product Lattices Separability in algebra and category theory
Annihilators of power values of generalized skew derivations on Lie
ideals Generalized derivations on prime rings with involution
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