The rate of wealth accumulation is discussed, and an expression for a momentary rate of capital return is presented. An expected value of the wealth accumulation rate is produced. The return rates depend on any yield function. Three different yield functions are applied, two of them published in the literature, and a third one parametrized using a comprehensive growth model. A common economic objective function, as well as a third known objective function, are applied and compared with the clarified wealth accumulation rate. While direct optimization of wealth appreciation rate always yields best results, procedures gained by maximizing the internal rate of return are only slightly inferior. With external discounting interest rate, the maxi...
Classical forest economics posits an optimal sequence of constant rotations. Projected variation of ...
In this study, the capital return rate and carbon storage on forest estates with three boreal tree s...
The introduction of the “maximum principle” by Pontryagin et al. (1964) elevated optimal control as ...
Capital market imperfections seldom have been considered in the choice of financial criteria for mak...
This economic analysis of the rotation problem is based on the actual decision which the forest mana...
One can suspect that capital return rate in forestry can be maximized by growing trees experiencing ...
Economists have for many years been interested in the problem of finding the optimum investment peri...
The central task of this research was to choose the age at which stands of growing timber should be ...
Forest owners' optimal harvesting and investment strategies are studied at the forest holding level ...
An economic optimization model is specified to analyze forest management without any restrictions on...
How intensely should a forest be grown? This is a fundamental question in the process of formulating...
The paper presents the assumptions of the portfolio theory and the possibilities of its application ...
Similarly to financial risk in markets, physical risk (threat or hazard) has sometimes been treated ...
Purpose We introduce a capital return rate function for growth processes, and apply it to financial...
Simple financial maturity guidelines recommend harvesting timber when its rate of value growth becom...
Classical forest economics posits an optimal sequence of constant rotations. Projected variation of ...
In this study, the capital return rate and carbon storage on forest estates with three boreal tree s...
The introduction of the “maximum principle” by Pontryagin et al. (1964) elevated optimal control as ...
Capital market imperfections seldom have been considered in the choice of financial criteria for mak...
This economic analysis of the rotation problem is based on the actual decision which the forest mana...
One can suspect that capital return rate in forestry can be maximized by growing trees experiencing ...
Economists have for many years been interested in the problem of finding the optimum investment peri...
The central task of this research was to choose the age at which stands of growing timber should be ...
Forest owners' optimal harvesting and investment strategies are studied at the forest holding level ...
An economic optimization model is specified to analyze forest management without any restrictions on...
How intensely should a forest be grown? This is a fundamental question in the process of formulating...
The paper presents the assumptions of the portfolio theory and the possibilities of its application ...
Similarly to financial risk in markets, physical risk (threat or hazard) has sometimes been treated ...
Purpose We introduce a capital return rate function for growth processes, and apply it to financial...
Simple financial maturity guidelines recommend harvesting timber when its rate of value growth becom...
Classical forest economics posits an optimal sequence of constant rotations. Projected variation of ...
In this study, the capital return rate and carbon storage on forest estates with three boreal tree s...
The introduction of the “maximum principle” by Pontryagin et al. (1964) elevated optimal control as ...