Hassan Azad

activity

20102014

most citedPolynomial solutions of certain differential equations arising in physics

1 citations · 1 across the 3 of their papers we have counts for

collaborators

3 papers

math.CA2014

Invariants of third-order ordinary differential equations $y^{'''} = f (x, y, y^{'}, y^{''})$ via fiber preserving transformations

Ahmad Y. Al-Dweik, M. T. Mustafa, H. Azad +1

Bagderina \cite{Bagderina2008} solved the equivalence problem for scalar third-order ordinary differential equations (ODEs), quadratic in the second-order derivative, via point tra…

math-ph2011★ 1 cited

Polynomial solutions of certain differential equations arising in physics

H. Azad, A. Laradji, M. T. Mustafa

Linear differential equations of arbitrary order with polynomial coefficients are considered. Specifically, necessary and sufficient conditions for the existence of polynomial solu…

math.CA2010

Polynomial Solutions of Differential Equations

H. Azad, M. T. Mustafa

We show that any differential operator of the form $L (y) = \sum_{k = 0}^{k = N} a_{k} (x) y^{(k)}$ , where $a_{k}$ is a real polynomial of degree $\leq k$ , has all real eigenvalues in the sp…

Invariants of third-order ordinary differential equations y′′′=f(x,y,y′,y′′) via fiber preserving transformations

Polynomial solutions of certain differential equations arising in physics

Polynomial Solutions of Differential Equations

Invariants of third-order ordinary differential equations $y^{'''} = f (x, y, y^{'}, y^{''})$ via fiber preserving transformations