Neutrosophic Sets and Systems
Abstract
The generalized neutrosophic differential equation is a differential equation with with ��(�� +����) = ��(��+����)−��(��+����)��(��(��+����)) , Where we illustrate a numerical approach for the oscillation with indeterminacy element that represents the neutrosophic approach. neutrosophic real variable x + yI instead of classical real variable x. This research is devoted to studying the oscillation of generalized neutrosophic half linear second order differential equation with the negative and delayed neutral term as follows: (��(�� +����)��´(�� +����))´ +c(�� +����)��(��(��(�� +����)) ,��(�� +����)��´(�� +����)) = 0 . Also, the generalized neutrosophic half–linear differential equation of the second order with max term featured by the following from: [��(�� +����)��´(�� +����)] ´ +��(�� +����) ��������∈[��(��+����),��+����] ��(��(��),��(�� + ����)��´(�� + ����)) = 0
Recommended Citation
Alrayes, Norah Mousa; Mayada Abualhomos; Mutaz Mohamed Abbas Ali; Amani Shatarah; Mai Mousa Mahmoud Alhejoj; and Abdallah Al-Husban. "On Some Novel Results About the Behavior of Some Numerical Solutions of a Neutrosophic Generalized Half – Linear Second Order Differential Equation." Neutrosophic Sets and Systems 76, 1 (2025). https://digitalrepository.unm.edu/nss_journal/vol76/iss1/30
