I. A. Balushi

发表

A convergent adaptive spline based finite element method for the biLaplace operator using Nitsches method.

I. A. Balushi, 2018, 1803.09806.

Adaptive finite element method for the biharmonic problem

I. A. Balushi, 2018 .

N A ] 2 6 M ar 2 01 8 A convergent adaptive spline-based finite element method for the bi-Laplace operator using Nitsche ’ s method

I. A. Balushi, 2018 .

A quasi-optimal adaptive spline-based finite element method for the bi-Laplace operator using Nitsche's method

I. A. Balushi, 2018, 1812.08340.

A quasi-optimal adaptive spline-based finite element method for the bi-Laplace operator using Nitsche's method

I. A. Balushi, 2018, 1812.08340.

A convergent boundary-condition conforming adaptive spline-based finite element method for the bi-Laplace operator

I. A. Balushi, 2018, 1812.08339.

A convergent adaptive spline based finite element method for the biLaplace operator using Nitsches method.

I. A. Balushi, 2018, 1803.09806.

Adaptivity of a B-spline based finite-element method for modeling wind-driven ocean circulation

Tae-Yeon Kim, Ibrahim Al Balushi, Wen Jiang, 2018 .

Value Engineering in Construction Industry in Oman

A. Alnuaimi, I. A. Balushi, U. Fathoni, 2014 .