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Sokolove, P. G., & Bushell, W. N. (1978). The Chi Square Periodogramm: Its Utility for Analysis of Circadian Rhythms (Vol. 72).
Schlüsselwörter: Statistik, methode, zeitreihe, theorie
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Herrmann, D. (1983). Wahrscheinlichkeitsrechnung, Statistik – 30 BASIC-Programme (Vol. 70).
Schlüsselwörter: Statistik, basic, listing, methode
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Green, P. E. J., & Macdonald, P. D. M. (1987). Analysis of Mark-Recapture Data from Hatchery-Raised Salmon Using Log-Linear Models (Vol. 44).
Schlüsselwörter: Capt-recapt, fischerei, methode, statistik, modell
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Taggart, C. T., & Leggett, W. C. (1987). Wind-Forced Hydrodynamics and Their Interaction with Larval Fish and Plankton Abundance: A Time-Series Analysis of Physical-Biological Data (Vol. 44).
Schlüsselwörter: Fischerei, statistik, zeitreihe, methode, modell
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Thompson, K. R., & Page, F. H. (1989). Detecting Synchrony of Recruitment using Short, Autocorrelated Time Series (Vol. 46).
Schlüsselwörter: Fischerei, statistik, methode, zeitreihe
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Caputi, N. (1988). Factors affecting the time series bias in stock-recruitment relationships and the interaction between time series and measurement error bias (Vol. 45).
Zusammenfassung: The stock-recruitment relationship (SRR) and the recruitment to spawning stock relationship (RSR) of the tiger prawn (Penaeus esculentus ) in Exmouth Gulf, Western Australia, were used to examine the time series bias and measurement error bias by Monte Carlo simulations. Simulating the effect of measurement error as well as the random variation about the SRR and RSR helps to determine the possible combinations of measurement error and random variation which may result in the observed variation about the SRR and RSR. The simulations also indicate that there is an interaction between measurement error and random variation about the SRR/RSR on the bias of the parameters of the SRR.
Schlüsselwörter: Fischerei, statistik, zeitreihe, methode, modell, theorie
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Ganguly, S., & Chaudhuri, K. (1991). A note on an extension of Schaefer's model (Vol. 55).
Zusammenfassung: Schaefer's model on the exploitation of a single species fish community obeying the logistic law of growth has been modified by adopting an alternative functional form for the harvest rate. The stability of the nontrivial steady state is discussed. The existence of a bionomic equilibrium is proved. The problem for optimal exploitation of the fishery is studied by using variational calculus. Some results are numerically computed to make a comparative study of Schaefer's model and the present one.
Schlüsselwörter: Statistik, population, modell, algorithmus
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Haines, P. D. (1988). A Closed Form Approximation for Calculating the Percentage Points of the F and t Distribution.
Schlüsselwörter: Statistik, methode, modell, algorithmus, f-verteilung, t-verteilung
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Schader, M., & Schmid, F. (1986). Distribution function and percentage points for the central and noncentral F-distribution (Vol. 27).
Schlüsselwörter: Statistik, methode, f-verteilung, listing, fortran
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Helland, I. S. (1987). On the Interpretation and Use of R2 in Regression Analysis (Vol. 43).
Schlüsselwörter: Statistik, Grundlage, regression
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