
with "envelope" it is possible to generate a summary statistic (e.g. G-function) of a given unitype point pattern, together with a monte-carlo-envelope of a null-model.
with "envelope" it is also possible to save the monte-carlo-generated patterns of a null-model by setting the argument "savepatterns=TRUE"

with "alltypes" it is possible to generate a summary statistic (e.g. n x n G-functions) of a given n-multitype point pattern, together with monte-carlo-envelopes of a CSR-model.

But is it also possible with "alltypes" to generate monte-carlo-envelopes of a non-CSR-null-model, for instance by setting simulate as an argument in "alltypes" equal to an expression which generates a n-multitype null model pattern, "nsim" times, like is the case with "envelope"?

Is it possible (as it is with "envelope") in "alltypes" to set the argument "savepatterns=TRUE", and hereby saving the generated "nsim" n-multitype point patterns of the null-model, which can be used to generating another envelope in an other summary statistic (e.g. J-function)?


Jan.

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