• No results found

Careful prior specification avoids incautious inference for log Gaussian Cox point processes

N/A
N/A
Protected

Academic year: 2020

Share "Careful prior specification avoids incautious inference for log Gaussian Cox point processes"

Copied!
25
0
0

Loading.... (view fulltext now)

Full text

Loading

Figure

Fig. 1.The point pattern formed by the species C. Longifolium (left) and O. mapoura (right)observed in a 50-ha study plot on Barro Colorado Island, Panama.
Fig. 2. The posterior mean and 95% point-wise credible intervals for the linear effects of fixedcovariates for C
Fig. 3. The average bias for 500 simulated point patterns using Uσ = 0.05 (black), Uσ = 0.10(red), Uσ = 1.00 (green) and Uσ = 2.00 (blue)
Table 1. C. longifolium: Estimated hyperparameters including 95% credible intervals and the de-viance information criterion (DIC) for different choices of the scaling parameter Uσ, using two differ-ent grid resolutions.
+3

References

Related documents

The aims of this study were (1) to calculate the contribution of nitrogen fixation to the external nitrogen load to the reservoir, (2) to estimate the contribution of nitrogen

17 Finally, a raise in skilled worker pay

To the author’s best knowledge no studies has been reported yet on non-aligned bioconvective stagnation point flow of a nanofluid comprising gyrotactic microorganisms across

Researches that have been implemented using the scale SELSA (Social and Emotional Loneliness Scale for Adults) on Internet users has shown a high level of Internet use with a

– you need to wear special clothes: dancing clothes, gloves, suit, for girls: dress. Concerts /

In market 1, it is a weakly dominant strategy for top-grade students s 2 to s 4 to rank only their (truly) most preferred university for the first and submit preferences truthfully

Of steam, water, and ice, only liquid water is heated by microwave In steam (water vapor), molecules are far apart. They flip

In this thesis several forms of the Kuratowski-Zorn Lemma are introduced and proved equivalent over constructive set theory; the notion of Jacobson radical is brought from com-