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- W2626436413 abstract "This paper presents a general approach for analyzing spatial survival in the plane in the presence of external time-dependent and time independent covariates. A small normally oriented interval is moving along a fixed route in the plane, crossing points of the planar Poisson process (points with non-moving coordinates). Each crossing leads to termination of the process with a given probability, which can depend on time and on external covariates. These covariates are modelled by deterministic functions and by stochastic processes as well. The probability of passing the route without termination is derived. A safety at sea application is discussed." @default.
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- W2626436413 date "2003-01-01" @default.
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- W2626436413 title "Modelling spatial survival with external covariates : theory and methods" @default.
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