[PDF][PDF] Partition and local metric dimension of an extended annihilating-ideal graph
S Nithya, G Elavarasi - Palestine Journal of Mathematics, 2022 - pjm.ppu.edu
In this paper, we compute the partition dimension and local metric dimension of the
extended annihilating-ideal graph EAG (R) associated to a commutative ring R which is …
extended annihilating-ideal graph EAG (R) associated to a commutative ring R which is …
Metric and upper dimension of extended annihilating-ideal graphs
S Nithya, G Elavarasi - Algebra Colloquium, 2024 - World Scientific
The metric dimension problem is called navigation problem due to its application to robot
navigation in space. Further this concept has wide applications in motion planning, sonar …
navigation in space. Further this concept has wide applications in motion planning, sonar …
On the metric dimension of extended zero divisor graphs
S Nithya, V Prisci - Gulf Journal of Mathematics, 2024 - gjom.org
Let R be a commutative ring with unity, the extended zero divisor graph E (R) is defined by
considering the non-zero zero divisors Z (R)∗ as the vertices and two distinct vertices x and …
considering the non-zero zero divisors Z (R)∗ as the vertices and two distinct vertices x and …