Theses and books [1] C. J. Sangwin. Discrete dynamical systems and Cantor sets in one dimension. MSc, University of Bath, 1996. [2] C. J. Sangwin. Uncertain dynamical systems and nonlinear adaptive control. PhD, University of Bath, 2000. [3] C. J. Budd and C. J. Sangwin. Mathematics Galore! Discovery classes, workshops and team projects in mathematics and its applications. Oxford University Pre...

Using fixed point method, we prove some new stability results for Lie $(alpha,beta,gamma)$-derivations and Lie $C^{ast}$-algebra homomorphisms on Lie $C^{ast}$-algebras associated with the Euler-Lagrange type additive functional equation begin{align*} sum^{n}_{j=1}f{bigg(-r_{j}x_{j}+sum_{1leq i leq n, ineq j}r_{i}x_{i}bigg)}+2sum^{n}_{i=1}r_{i}f(x_{i})=nf{bigg(sum^{n}_{i=1}r_{i}x_{i}bigg)} end{...