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Number of items: 9.

Idiodi, J.O.A and Onate, C.A (2015) Approximate Eigensolutions of the Schrӧdinger Equation of a Particle in the Field of the Frost-Musulin Energy Potential Model and its Application to Diatomic Molecules. JOUTION OF MATHEMATICAL PHYSICS, 34. pp. 305-317.

Onyeaju, M.C and Ikot, A.N and Onate, C.A and Ebomwonyi, O and Udoh, M.O and Idiodi, J.O.A (2017) Approximate bound-states solution of the Dirac equation with some thermodynamic properties for the deformed Hylleraas plus deformed Woods-Saxon potential. THE EUROPEAN PHYSICAL JOURNAL PLUS, 132. p. 302.

Onate, C.A and Onyeaju, M.C and Ikot, A.N and Ebomwonyi, O and Idiodi, J.O.A (2018) Dirac Equation with a New Tensor Interaction under Spin and Pseudospin Symmetries. Communication in Theoretical Physics, 70 (3). pp. 294-298.

Onate, C.A and Ikot, A.N and Onyeaju, M.C and Ebomwonyi, O and Idiodi, J.O.A (2018) Effect of dissociation energy on Shannon and R� enyi entropies. Karbala international Journal of Modern Sciences, 4. pp. 134-142. (Submitted)

Onate, C.A and Onyeaju, M.C and Ikot, A.N and Idiodi, J.O.A and Ojonubah, J.O (2017) Eigen Solutions, Shannon Entropy and Fisher Information under the Eckart Manning Rosen Potential Model. Journal of the Korean Physical Society,, 70 (4). pp. 339-347.

Onate, C.A and Idiodi, J.O.A (2015) Eigensolutions of the Schr¨odinger Equation with Some Physical Potentials. Chinese Journal of Physics, 53 (3). 120001:1-120001:10.

Onate, C.A and Idiodi, J.O.A (2016) Entropy, Fisher Information and Variance with Frost-Musulin Potenial. Communication in Theoretical Physics, 66 (3). pp. 269-274.

Idiodi, J.O.A and Onate, C.A (2016) Fisher Information and Complexity Measure of Generalized Morse Potential Model. Communication in Theoretical Physics, 66 (3). pp. 275-279.

Onate, C.A and Idiodi, J.O.A (2015) Thermodynamic Properties And The Analytic Solutions Of The Relativistic Dirac Equation For A Particle Under The Improved Tietz Molecular Diatomic Potential Function. JOURNAL OF THEORETICAL PHYSICS AND CRYPTOGRAPHY, 10.

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