ppm to represent a fitted stochastic model
  for a point process. The output of ppm.ppm object contains at least the following entries:
  coef 	the fitted regular parameters (as returned by
                     glm) 
trend 	the trend formula or NULL 
interaction 	the point process interaction family 
                        (an object of class "interact")
			or NULL 
Q 	the quadrature scheme used 
maxlogpl 	the maximised value of log pseudolikelihood 
correction 	name of edge correction method used 
}
  See ppm for explanation of these concepts.
  The irregular parameters (e.g. the interaction radius of the
  Strauss process) are encoded in the interaction entry.
  However see the Warnings.ppm objects
  may change slightly between releases of the ppm represents a stochastic point process
  model that has been fitted to a point pattern dataset.
  Typically it is the output of the model fitter,
  ppm.  The class ppm has methods for the following
  standard generic functions:
  print 	print.ppm
    	print details 
plot 	plot.ppm
    	plot fitted model 
predict 	predict.ppm
    	fitted intensity and conditional intensity 
fitted 	fitted.ppm
    	fitted intensity 
coef 	coef.ppm
    	fitted coefficients of model 
anova 	anova.ppm
    	Analysis of Deviance 
formula 	formula.ppm
    	Extract model formula 
terms 	terms.ppm
    	Terms in the model formula 
labels 	labels.ppm
    	Names of estimable terms in the model formula 
residuals 	residuals.ppm
    	Point process residuals 
simulate 	simulate.ppm
    	Simulate the fitted model 
update 	update.ppm
    	Change or refit the model 
vcov 	vcov.ppm
    	Variance/covariance matrix of parameter estimates 
model.frame 	model.frame.ppm
    	Model frame 
model.matrix 	model.matrix.ppm
    	Design matrix 
logLik 	logLik.ppm
    	log pseudo likelihood 
extractAIC 	extractAIC.ppm
    	pseudolikelihood counterpart of AIC 
nobs 	nobs.ppm
    	number of observations 
  }
  Objects of class ppm can also be handled by the
  following standard functions, without requiring a special method:
  confint 	Confidence intervals for parameters 
step 	Stepwise model selection 
drop1 	One-step model improvement 
add1 	One-step model improvement
  }
  The class ppm also has methods for the following
  generic functions defined in the 
  as.interact 	as.interact.ppm
    	Interpoint interaction structure 
as.owin 	as.owin.ppm
    	Observation window of data 
berman.test 	berman.test.ppm
    	Berman's test 
envelope 	envelope.ppm
    	Simulation envelopes 
fitin 	fitin.ppm
    	Fitted interaction 
is.marked 	is.marked.ppm
    	Determine whether the model is marked 
is.multitype 	is.multitype.ppm
    	Determine whether the model is multitype 
is.poisson 	is.poisson.ppm
    	Determine whether the model is Poisson 
is.stationary 	is.stationary.ppm
    	Determine whether the model is stationary 
cdf.test 	cdf.test.ppm
    	Spatial distribution test 
quadrat.test 	quadrat.test.ppm
    	Quadrat counting test 
reach 	reach.ppm
    	Interaction range of model 
rmhmodel 	rmhmodel.ppm
    	Model in a form that can be simulated 
rmh 	rmh.ppm
    	Perform simulation 
unitname 	unitname.ppm
    	Name of unit of length
    }
    
  Information about the data (to which the model was fitted)
  can be extracted using data.ppm, dummy.ppm
  and quad.ppm.
ppm,
  coef.ppm,
  fitted.ppm,
  print.ppm,
  predict.ppm,
  plot.ppm.data(cells)
  fit <- ppm(cells, ~ x, Strauss(0.1), correction="periodic")
  fit
  coef(fit)
  pred <- predict(fit)
  pred <- predict(fit, ngrid=20, type="trend")
  plot(fit)Run the code above in your browser using DataLab