The paper analyzes a profit-maximizing serial replacement problem under variable asset productivity, operating cost, and replacement cost that depend on asset age and installation time. The majority of modern asset replacement models minimize costs. The authors examine and highlight essential differences between profit-maximizing and cost-minimizing replacement strategies in the infinite-horizon framework. Next, they construct and analyze an effective multi-cycle replacement algorithm that approximates the infinite-horizon solution with non-equal asset lifetimes. Numeric simulation illustrates theoretic outcomes and demonstrates a good performance of the constructed algorithm under different patterns of changing technology
The variable lifetime of assets is analyzed in a serial replacement problem. Technological change im...
This article analyses the problem of replacement by investigating the optimal moment of investment r...
This paper proposes age and periodic replacement last models with continuous, and discrete policies....
This paper studies the cost-minimizing serial asset replacement problem under changing operating and...
The optimal asset replacement is analyzed when the future course of technological change is known on...
We analyse the serial asset replacement problem under incomplete data about technological change tha...
Optimal asset replacement is analysed under non-exponential technological improvement, whereby the a...
The infinite horizon, deterministic, serial replacement problem is studied under conditions of evolv...
The infinite-horizon cost minimization and the real-option stopping problem are used to analyze seri...
The economic life (EL) method of asset replacement is analyzed under improving technology that impac...
The article of record as published may be found at https://doi.org/10.1080/07408170490438401This pap...
In Operations Research, the equipment replacement process is usually modeled in discrete time. The o...
In this book chapter we summarize how the asset replacement problem has evolved over time. We provid...
The authors analyze the optimal replacement of a single asset under continuous and discontinuous tec...
In Operations Research, the equipment replacement process is usually modeled in discrete time. The o...
The variable lifetime of assets is analyzed in a serial replacement problem. Technological change im...
This article analyses the problem of replacement by investigating the optimal moment of investment r...
This paper proposes age and periodic replacement last models with continuous, and discrete policies....
This paper studies the cost-minimizing serial asset replacement problem under changing operating and...
The optimal asset replacement is analyzed when the future course of technological change is known on...
We analyse the serial asset replacement problem under incomplete data about technological change tha...
Optimal asset replacement is analysed under non-exponential technological improvement, whereby the a...
The infinite horizon, deterministic, serial replacement problem is studied under conditions of evolv...
The infinite-horizon cost minimization and the real-option stopping problem are used to analyze seri...
The economic life (EL) method of asset replacement is analyzed under improving technology that impac...
The article of record as published may be found at https://doi.org/10.1080/07408170490438401This pap...
In Operations Research, the equipment replacement process is usually modeled in discrete time. The o...
In this book chapter we summarize how the asset replacement problem has evolved over time. We provid...
The authors analyze the optimal replacement of a single asset under continuous and discontinuous tec...
In Operations Research, the equipment replacement process is usually modeled in discrete time. The o...
The variable lifetime of assets is analyzed in a serial replacement problem. Technological change im...
This article analyses the problem of replacement by investigating the optimal moment of investment r...
This paper proposes age and periodic replacement last models with continuous, and discrete policies....