scholarly journals Additional costs to Finnish dairy farms due to occupational safety and health

1988 ◽  
Vol 60 (2) ◽  
pp. 81-86
Author(s):  
Tapio Klen

The additional costs incurred by work safety measures to dairy farms were estimated by interviewing 95 dairy farmers and inspecting with them production buildings, machines and the need for personal protective devices at a commune. The present value of the implemented safety and health improvements rose to FIM 22 000 per farm in 1983. About FIM 17000 were due to the tractors, FIM 3 000 to the cow houses and FIM 2 000 to other machines and tools than tractors. The protective equipment of tractors caused the annual maintenance cost of FIM 4 350 and cow house FIM 650, if the interest rate were 10 %. The annual total cost was over FIM 6 000. The replacement value would have been about FIM 31 000 in 1983. If all deficiences still remaining in 1983 had been corrected at once, the total cost would have been about FIM 12000 per farm, which leads to an annual cost of FIM 3 100. As for still remaining deficiencies, the study suggested need for an annual cost of about FIM 1 500 due to personal protectors. Half of this sum was due to need for the acquisition of personal safety equipment for forest work. Correcting the safety and health deficiencies of the cowshed and agricultural machines would produce each an annual cost of about FIM 800 per farm. The present value of the labor protection investments in 1983 was FIM 22 000 per farm, and there still remained need to invest an additional FIM 12000 in order to eliminate the remaining deficiencies. So, the theoretical total of the annual maintenance cost would have been FIM 6 600—9 200 per farm depending on the interest rate. Because the study concerned only one commune, the results cannot be generalized to the whole country.

1995 ◽  
Vol 25 (2) ◽  
pp. 81-94 ◽  
Author(s):  
Andrew J. G. Cairns

AbstractThe present paper considers the present value, Z(t), of a series of cashflows up to some time t. More specifically, the cashflows and the interest rate process will often be stochastic and not necessarily independent of one another or through time. We discuss under what circumstances Z(t) will converge almost surely to some finite value as t→∞. This problem has previously been considered by Dufresne (1990) who provided a sufficient condition for almost sure convergence of Z(t) (the Root Test) and then proceeded to consider some specific examples of such processes. Here, we develop Dufresne's work and show that the sufficient condition for convergence can be proved to hold for quite a general class of model which includes the growing number of Office Models with stochastic cashflows.


1995 ◽  
Vol 9 (1) ◽  
pp. 99-121 ◽  
Author(s):  
Ying Huang ◽  
Arthur F. Veinott

Finite-state-and-action Markov branching decision chains are studied with bounded endogenous expected population sizes and interest-rate-dependent one-period rewards that are analytic in the interest rate at zero. The existence of a stationary strong-maximum-present-value policy is established. Miller and Veinott's [1969] strong policy-improvement method is generalized to find in finite time a stationary n-present-value optimal policy and, when the one-period rewards are rational in the interest rate, a stationary strong-maximum-present-value policy. This extends previous studies of Blackwell [1962], Miller and Veinott [1969], Veinott [1974], and Rothblum [1974, 1975], in which the one-period rewards are independent of the interest rate, and Denardo [1971] in which semi-Markov decision chains with small interest rates are studied. The problem of finding a stationary n-present-value optimal policy is also formulated as a staircase linear program in which the objective function and right-hand sides, but not the constraint matrix, depend on the interest rate, and solutions for all small enough positive interest rates are sought. The optimal solutions of the primal and dual are polynomials in the reciprocal of the interest rate. A constructive rule is given for finding a stationary n-present-value optimal policy from an optimal solution of the asymptotic linear program. This generalizes the linear programming approaches for finding maximum-reward-rate and maximum-present-value policies for Markov decision chains studied by Manne [1960], d'Epenoux [1960, 1963], Balinski [1961], Derman [1962], Denardo and Fox [1968], Denardo [1970], Derman and Veinott [1972], Veinott [1973], and Hordijk and Kallenberg [1979, 1984].


1967 ◽  
Vol 43 (2) ◽  
pp. 178-195 ◽  
Author(s):  
P. H. Pearse

The basic factors influencing the optimum economic rotation are analysed and explained. A simple theoretical formulation of solution of the optimum rotation is described using elementary economic concepts, and its application is demonstrated. The solution is presented in a form which facilitates examination of the effects of various economic factors — the interest rate, additional costs, and silvicultural activities — on the optimum rotation.


1994 ◽  
Vol 38 (1) ◽  
pp. 36-46
Author(s):  
Edward Miller

If borrowing rates exceed lending rates, liquid assets are held to provide an option on future consumption. The rate of time preference exceeds the interest rate. Thus the market value of marketable securities exceeds the present value at the rate of time preference of their cash flows. The interest rate is determined not merely by time preference and capital productivity, but is a number calculated from the values of liquid assets. Inside money has an impact.


Silva Fennica ◽  
2020 ◽  
Vol 54 (3) ◽  
Author(s):  
Lasse Aro ◽  
Anssi Ahtikoski ◽  
Jyrki Hytönen

A major after-use option for former peat harvesting areas has been afforestation. The profitability of afforestation with Scots pine trees ( L.) was studied in two 31–32-year old experiments in southern and northern Finland. The stands were established by seeding and planting, and various fertilization treatments and drainage intensities were tested. The financial performance for each plot was assessed in three steps. First, the costs occurred during the measurement time were summed up according to their present value. Then, for the rest of the rotation (i.e., from the age of 31/32 onwards) the stand management was optimized in order to maximize the net present value (MaxNPV). Finally, bare land values (BLVs) were calculated by summing up the present value of costs and the MaxNPV and converting the sum of the series into infinity. The afforestation method did not affect the mean annual increment (MAI; 9.2–9.5 m ha a) in the southern experiment. In the northern experiment the afforestation method, ditch spacing and fertilization had significant effects on the MAI of the stands. The average MAI of the planted pines was 8.9 m ha a, and for seeded pines it was 7.5 m ha a. The BLV at an interest rate of 3% was positive for all stands in both regions. In the northern region afforestation method, ditch spacing and fertilization also had a significant effect on the BLV. When the interest rate was 5%, almost two thirds of the stands had a negative BLV in both regions.Pinus sylvestris3–1–13–1–13–1–1


2017 ◽  
Author(s):  
Lauren M. Menger ◽  
Florencia Pezzutti ◽  
Andrew Ogle ◽  
Flor Amaya ◽  
John Rosecrance ◽  
...  

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