Abstract:
As a generalisation of Serre’s problem on projective modules over polynomials ring. in 1980 D. Anderson asked the analogue problem for monoid algebras. In
1988 Joseph Gubeladze proved Anderson’s conjecture by geometric and combinatorial methods. Soon after, following his idea R.G Swan came up with algebraic version if Gubeladze’s proof. This thesis is an expository article of Swan’s paper appeared in 1991.
