inches: size of the biggest symbol (radius for circles, half width for squares) in inches.
val_max: maximum value used for proportional symbols
symbol: type of symbols, 'circle' or 'square'
pal: a set of colors or a palette name (from hcl.colors )
alpha: if pal is a hcl.colors palette name, the alpha-transparency level in the range [0,1]
rev: if pal is a hcl.colors palette name, whether the ordering of the colors should be reversed (TRUE) or not (FALSE)
breaks: either a numeric vector with the actual breaks, or a classification method name (see mf_get_breaks and Details)
nbreaks: number of classes
border: border color
lwd: border width
col_na: color for missing values
leg_pos: position of the legend, two of 'topleft', 'top','topright', 'right','bottomright', 'bottom', 'bottomleft', 'left' or a vector of two coordinates in map units (c(x, y)). leg_pos argument can be c('position', 'position'), c('position', x2, y2), c(x1,y1, 'position') or c(x1, y1, x2, y2). Use NA to avoid plotting the legend, use 'interactive' to choose thelegend position interactively.
leg_title: legend title
leg_title_cex: size of the legend title
leg_val_cex: size of the values in the legend
leg_val_rnd: number of decimal places of the values in the legend
leg_no_data: label for missing values
leg_frame: whether to add a frame to the legend (TRUE) or not (FALSE)
leg_frame_border: border color of the legend frame
leg_horiz: display the legend horizontally (for proportional symbols and choropleth types)
leg_adj: adjust the postion of the legend in x and y directions
leg_fg: color of the legend foreground
leg_bg: color of the legend backgournd
leg_size: size of the legend; 2 means two times bigger
leg_box_border: border color of legend boxes
leg_box_cex: width and height size expansion of boxes
add: whether to add the layer to an existing plot (TRUE) or not (FALSE)
Returns
x is (invisibly) returned.
Details
Breaks defined by a numeric vector or a classification method are left-closed: breaks defined by c(2, 5, 10, 15, 20)
will be mapped as [2 - 5[, [5 - 10[, [10 - 15[, [15 - 20]. The "jenks" method is an exception and has to be right-closed. Jenks breaks computed as c(2, 5, 10, 15, 20)
will be mapped as [2 - 5], ]5 - 10], ]10 - 15], ]15 - 20].