similar to: Logic ("!", "&", ...) on complex

Displaying 20 results from an estimated 40000 matches similar to: "Logic ("!", "&", ...) on complex"

2023 Nov 07
1
c(NA, 0+1i) not the same as c(as.complex(NA), 0+1i)?
Thanks Martin. My hang-up was not on what the outcome of as.complex(NA) should be, but rather, how I should read code like c(x, y) generally. Till now, I have thought of it like 'c(x, y)' is c(as(x, typeof(y)), y)` when "type(y) > type(x)". Basically in my mind, "coercion" in R <-> as.<newtype>(.) (or coerceVector() in C). So I tracked down the source
2023 Nov 06
1
c(NA, 0+1i) not the same as c(as.complex(NA), 0+1i)?
>>>>> Michael Chirico >>>>> on Sun, 5 Nov 2023 09:41:42 -0800 writes: > This is another follow-up to the thread from September > "Recent changes to as.complex(NA_real_)". > A test in data.table was broken by the changes for NA > coercion to complex; the breakage essentially comes from > c(NA, 0+1i) > # vs
2023 Nov 08
1
c(NA, 0+1i) not the same as c(as.complex(NA), 0+1i)?
So, to summarize, the open questions are: (1) Should as.complex(NA_character_) give complex(r=NA_real_, i=0) instead of NA_complex_? (2) Should the first argument in c(NA, x) and c(NA_integer_, x), where typeof(x) == "complex", be promoted to complex(r=NA_real_, i=0) instead of NA_complex_? My opinions: (1) No. The imaginary part of the
2023 Nov 09
1
c(NA, 0+1i) not the same as c(as.complex(NA), 0+1i)?
>>>>> Mikael Jagan >>>>> on Wed, 8 Nov 2023 11:13:18 -0500 writes: > So, to summarize, the open questions are: > (1) Should as.complex(NA_character_) give complex(r=NA_real_, i=0) > instead of NA_complex_? > (2) Should the first argument in c(NA, x) and c(NA_integer_, x), > where typeof(x) == "complex", be promoted
2023 Nov 05
2
c(NA, 0+1i) not the same as c(as.complex(NA), 0+1i)?
This is another follow-up to the thread from September "Recent changes to as.complex(NA_real_)". A test in data.table was broken by the changes for NA coercion to complex; the breakage essentially comes from c(NA, 0+1i) # vs c(as.complex(NA), 0+1i) The former is the output we tested against; the latter is essentially (via coerceVector() in C) what's generated by our
2023 Nov 06
1
c(NA, 0+1i) not the same as c(as.complex(NA), 0+1i)?
Hmm, it is not actually at odds with help(c), it is just that the autocoercion works different that it used to, so that as.complex(NA) == as.complex(NA_real) == NA_real_+0i) which now differs from NA_complex although both print as NA. I haven't been quite alert when this change was discussed, but it does look a bit unfortunate that usage patterns like c(NA, 0+1i) does not give complex NA
2016 Jun 03
0
complex NA's match(), etc: not back-compatible change proposal
With 'z' of length 8 below, or of length 12 previously, one may try sapply(rev(z), match, table = rev(z)) match(rev(z), rev(z)) I found that the two results were different in R devel r70604. A shorter one: > z <- complex(real = c(0,NaN,NaN), imaginary = c(NA,NA,0)) > sapply(z, match, table = z) [1] 1 1 2 > match(z, z) [1] 1 1 3 An explanation of the behavior: With normal
2009 Mar 18
2
incoherent conversions from/to raw
i wonder about the following examples showing incoherence in how type conversions are done in r: x = TRUE x[2] = as.raw(1) # Error in x[2] = as.raw(1) : # incompatible types (from raw to logical) in subassignment type fix it seems that there is an attempt to coerce the raw value to logical here, which fails, even though as.logical(as.raw(1)) # TRUE likewise, x[2]
2009 Mar 18
2
incoherent conversions from/to raw
i wonder about the following examples showing incoherence in how type conversions are done in r: x = TRUE x[2] = as.raw(1) # Error in x[2] = as.raw(1) : # incompatible types (from raw to logical) in subassignment type fix it seems that there is an attempt to coerce the raw value to logical here, which fails, even though as.logical(as.raw(1)) # TRUE likewise, x[2]
2014 Jul 14
2
cummax / cummin for complex numbers
Dear all, in R 3.1.0, this is happening: > cummin(c(1+1i,2-3i,4+5i)) Error in cummin(c(1 + (0+1i), 2 - (0+3i), 4 + (0+5i))) : 'cummax' not defined for complex numbers > cummax(c(1+1i,2-3i,4+5i)) Error in cummax(c(1 + (0+1i), 2 - (0+3i), 4 + (0+5i))) : 'cummin' not defined for complex numbers It may be fixed in R-devel, but I thought I'd mention it to make sure
2000 Sep 25
0
Bug(s) w/ rbind.data.frame(); fix also read.table(*, as.is = TRUE) ? (PR#669)
This is not only bug report, but also a RFC (request for comments): The basic problem is that there are (at least) two ways of easily getting non-factor character columns in data.frames. The first is read.table(*, as.is = TRUE) and the second is data.frame(.., I(...), ..) which differ in their result. Whereas the first produces `pure' character columns in the data.frame,
2016 Sep 08
0
R (development) changes in arith, logic, relop with (0-extent) arrays
>>>>> robin hankin <hankin.robin at gmail.com> >>>>> on Thu, 8 Sep 2016 10:05:21 +1200 writes: > Martin I'd like to make a comment; I think that R's > behaviour on 'edge' cases like this is an important thing > and it's great that you are working on it. > I make heavy use of zero-extent arrays, chiefly
2023 Apr 14
1
Possible inconsistency between `as.complex(NA_real_)` and the docs
Hi all, Surprisingly (at least to me), `as.complex(NA_real_)` results in `complex(real = NA_real_, imaginary = 0)` rather than `NA_complex_`. It seems to me that this goes against the docs of `as.complex()`, which say this in the Details section: "Up to R versions 3.2.x, all forms of NA and NaN were coerced to a complex NA, i.e., the NA_complex_ constant, for which both the real and
2016 Sep 08
0
R (development) changes in arith, logic, relop with (0-extent) arrays
Shouldn't binary operators (arithmetic and logical) should throw an error when one operand is NULL (or other type that doesn't make sense)? This is a different case than a zero-length operand of a legitimate type. E.g., any(x < 0) should return FALSE if x is number-like and length(x)==0 but give an error if x is NULL. I.e., I think the type check should be done before the length
2016 Sep 07
0
R (development) changes in arith, logic, relop with (0-extent) arrays
>>>>> Martin Maechler <maechler at stat.math.ethz.ch> >>>>> on Tue, 6 Sep 2016 22:26:31 +0200 writes: > Yesterday, changes to R's development version were committed, relating > to arithmetic, logic ('&' and '|') and > comparison/relational ('<', '==') binary operators > which in NEWS are
2016 Sep 08
0
R (development) changes in arith, logic, relop with (0-extent) arrays
On 09/08/2016 01:22 PM, Gabriel Becker wrote: > On Thu, Sep 8, 2016 at 10:05 AM, William Dunlap <wdunlap at tibco.com> wrote: > >> Shouldn't binary operators (arithmetic and logical) should throw an error >> when one operand is NULL (or other type that doesn't make sense)? This is >> a different case than a zero-length operand of a legitimate type. E.g.,
2016 Sep 08
0
R (development) changes in arith, logic, relop with (0-extent) arrays
Prior to the mid-1990s, S did "length-0 OP length-n -> rep(NA, n)" and it was changed to "length-0 OP length-n -> length-0" to avoid lots of problems like any(x<0) being NA when length(x)==0. Yes, people could code defensively by putting lots of if(length(x)==0)... in their code, but that is tedious and error-prone and creates really ugly code. Is your suggestion to
2020 Apr 05
0
Help useRs to use R's own Time/Date objects more efficiently
I think POSIXct and POSIXlt are badly-chosen names. The name "POSIX" implies UNIX. (i.e. XYZix operating system is mostly POSIX compliant... Woo-Hoo!). My assumption is that most people modelling industrial/econometric data etc, or data imported from databases, don't want system references everywhere. Historically, I've use the principle that: If programming language A uses
2016 May 28
1
complex NA's match(), etc: not back-compatible change proposal
On 'factor', I meant the case where 'levels' is not specified, where 'unique' is called. > factor(c(complex(real=NaN), complex(imaginary=NaN))) [1] NaN+0i <NA> Levels: NaN+0i Look at <NA> in the result above. Yes, it happens in earlier versions of R, too. On matching both NA and NaN, another consequence is that length(unique(.)) may depend on order.
2016 May 13
1
complex NA's match(), etc: not back-compatible change proposal
That, for example, complex(real=NaN) and complex(imaginary=NaN) are regarded as equal makes it possible that length(unique(as.character(x))) > length(unique(x)) (current code of function 'factor' doesn't expect it). Yes, an argument for the behavior is that NA and NaN are of one kind. On my system, using 32-bit R for Windows from binary from CRAN, the result of sapply(z, match,