Hello All:
I am working on parcel-level housing dataset to estimate the impact of
various variables on home sale prices (N is approx. 90,000).
I created the spatial weight metrics using sale year of four nearest houses
to assign weights. Next, I ran LM tests and the spatial lag and error
models using spdep package.
I get the following error message when I try to run spatial lag or error
models using the method "eigen".
Error in matrix(0, nrow = n, ncol = n) : too many elements specified
The code is:
> fecurrentcombinedlag <-lagsarlm(fecurrentcombined, data = spssall,
lw_test2.csv, na.action=na.fail, type="lag", method="eigen", quiet=TRUE,
zero.policy=FALSE, interval = c(-1, 0.999), tol.solve=1.0e-20)
Since the dataset is large, I replaced "eigen" with "LU" or "MC". However,
I get the following error:
Error in validObject(.Object) :
invalid class "dgRMatrix" object: slot j is not increasing inside a
column
The traceback results are:
10: stop(msg, " ", errors, domain = NA)
9: validObject(.Object)
8: initialize(value, ...)
7: initialize(value, ...)
6: new("dgRMatrix", j = z[[1]], p = p0, Dim = as.integer(c(n, n)),
x = z[[2]])
5: as_dgRMatrix_listw(get("listw", envir = env))
4: .class1(object)
3: as(as_dgRMatrix_listw(get("listw", envir = env)), "CsparseMatrix")
2: LU_setup(env)
1: lagsarlm(fecurrentcombined, data = spssall, listw = lw_test2.csv,
na.action = na.fail, type = "lag", method = "LU", quiet = TRUE,
zero.policy = FALSE, interval = c(-1, 0.999), tol.solve = 1e-20)
The code for creating listw, and the listw summary are as follows:
test2.csv <- read.csv("C:/TIFArticle/KC Exisiting Housing/EHspwt.csv")
class(test2.csv) <- c("spatial.neighbour", class(test2.csv))
of <- ordered(test2.csv$OID)
attr(test2.csv, "region.id") <- levels(of)
test2.csv$OID <- as.integer(of)
test2.csv$NID <- as.integer(ordered(test2.csv$NID))
attr(test2.csv, "n") <- length(unique(test2.csv$OID))
lw_test2.csv <- sn2listw(test2.csv)
lw_test2.csv$style <- "W"
lw_test2.csv
Characteristics of weights list object:
Neighbour list object:
Number of regions: 87223
Number of nonzero links: 348892
Percentage nonzero weights: 0.004585946
Average number of links: 4
Non-symmetric neighbours list
Weights style: W
Weights constants summary:
n nn S0 S1 S2
W 87223 7607851729 87223 27790.89 368025.1
Million thanks in advance for your help.
Shishm
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