Banach bundles of continuous functions and an integral representation theorem

Anthony Karel Seda
1982 Transactions of the American Mathematical Society  
A construction is given of a Banach bundle p: A -> X whose fibres are spaces of continuous functions which vanish at infinity. A Riesz type integral representation theorem is established which describes all functional on A.
doi:10.1090/s0002-9947-1982-0642344-8 fatcat:6nngfkjhhvbrthpmtthxmgvf5y