@book{a469b8977fc14cc98b549b8f5a184ebf,

title = "A construction of generalized eigenprojections based on geometric measure theory",

abstract = "Let M denote a $\sigma$-compact locally compact metric space which satisfies certain geometrical conditions. Then for each $\sigma$-additive projection valued measure P on M there can be constructed a {"}canonical{"} Radon-Nikodym derivative $\Pi: \alpha \mapsto \pi_\alpha$, $\alpha \in M$, with respect to a suitable basic measure $\rho$on M. The family $(\Pi_\alpha)_{\alpha \in M}$ consists of generalized eigenprojections related to the commutative von Neumann algebra generated by the projections $P(\Delta)$, $\Delta$ a Borel set of M.",

author = "{Eijndhoven, van}, S.J.L.",

year = "1985",

language = "English",

series = "Memorandum COSOR",

publisher = "Technische Hogeschool Eindhoven",

}