Package 'hutilscpp' reference manual

Title:	Miscellaneous Functions in C++
Description:	Provides utility functions that are simply, frequently used, but may require higher performance that what can be obtained from base R. Incidentally provides support for 'reverse geocoding', such as matching a point with its nearest neighbour in another array. Used as a complement to package 'hutils' by sacrificing compilation or installation time for higher running speeds. The name is a portmanteau of the author and 'Rcpp'.
Authors:	Hugh Parsonage [aut, cre], Simon Urbanek [ctb] (fastmatch components)
Maintainer:	Hugh Parsonage <[email protected]>
License:	GPL-2
Version:	0.10.5
Built:	2024-08-20 05:31:06 UTC
Source:	https://github.com/hughparsonage/hutilscpp

Absolute difference

Description

Equivalent to abs(x - y) but aims to be faster by avoiding allocations.

Usage

abs_diff(x, y, nThread = getOption("hutilscpp.nThread", 1L), option = 1L)

max_abs_diff(x, y, nThread = getOption("hutilscpp.nThread", 1L))
abs_diff(x, y, nThread = getOption("hutilscpp.nThread", 1L), option = 1L)

max_abs_diff(x, y, nThread = getOption("hutilscpp.nThread", 1L))

Arguments

x, y

Atomic, numeric, equilength vectors.

nThread

Number of threads to use.

option

An integer, provides backwards-compatible method to change results.

0: Return max(abs(x - y)) (without allocation).
1: Return abs(x - y) with the expectation that every element will be integer, returning a double only if required.
2: Return abs(x - y) but always a double vector, regardless of necessity.
3: Return which.max(abs(x - y))

Examples

x <- sample(10)
y <- sample(10)
abs_diff(x, y)
max_abs_diff(x, y)

x <- sample(10)
y <- sample(10)
abs_diff(x, y)
max_abs_diff(x, y)

Is a vector empty?

Description

A vector is empty if all(is.na(x)) with a special case for length(x) == 0.

Usage

allNA(
  x,
  expected = FALSE,
  len0 = FALSE,
  nThread = getOption("hutilscpp.nThread", 1L)
)
allNA(
  x,
  expected = FALSE,
  len0 = FALSE,
  nThread = getOption("hutilscpp.nThread", 1L)
)

Arguments

`x`	A vector. Only atomic vectors are supported.
`expected`	`TRUE \| FALSE` Whether it is expected that `x` is empty. If `TRUE` the function will be marginally faster if `x` is empty but likely slower if not.
`len0`	The result if `length(x) == 0`.
`nThread`	Number of threads to use (only applicable if `expected` is `TRUE`)

Examples

allNA(c(NA, NA))
allNA(c(NA, NA, 1))

allNA(c(NA, NA))
allNA(c(NA, NA, 1))

Are any values outside the interval specified?

Description

Are any values outside the interval specified?

Usage

anyOutside(x, a, b, nas_absent = NA, na_is_outside = NA)
anyOutside(x, a, b, nas_absent = NA, na_is_outside = NA)

Arguments

`x`	A numeric vector.
`a`, `b`	Single numeric values designating the interval.
`nas_absent`	Are `NA`s known to be absent from `x`? If `nas_absent = NA`, the default, `x` will be searched for `NA`s; if `nas_absent = TRUE`, `x` will not be checked; if `nas_absent = FALSE`, the answer is `NA_integer_` if `na.rm = FALSE` otherwise only non-NA values outside `[a, b]`. If `nas_absent = TRUE` but `x` has missing values then the result is unreliable.
`na_is_outside`	(logical, default: `NA`) How should `NA`s in `x` be treated? If `NA` the default, then the first value in `x` that is either outside `[a, b]` or `NA` is detected: if it is `NA`, then `NA_integer_` is returned; otherwise the position of that value is returned. #' If `FALSE` then `NA` values are effectively skipped; the position of the first known value outside `[a, b]` is returned. If `TRUE` the position of the first value that is either outside `[a, b]` or `NA` is returned.

Value

0L if no values in x are outside [a, b]. Otherwise, the position of the first value of x outside [a, b].

Examples

anyOutside(1:10, 1L, 10L)
anyOutside(1:10, 1L, 7L)

# na_is_outside = NA
anyOutside(c(1:10, NA), 1L, 7L)     # Already outside before the NA
anyOutside(c(NA, 1:10, NA), 1L, 7L) # NA since it occurred first

anyOutside(c(1:7, NA), 1L, 7L, na_is_outside = FALSE)
anyOutside(c(1:7, NA), 1L, 7L, na_is_outside = TRUE)

##
# N <- 500e6
N <- 500e3
x <- rep_len(hutils::samp(-5:6, size = 23), N)
bench_system_time(anyOutside(x, -5L, 6L))
#    process      real
#  453.125ms 459.758ms

anyOutside(1:10, 1L, 10L)
anyOutside(1:10, 1L, 7L)

# na_is_outside = NA
anyOutside(c(1:10, NA), 1L, 7L)     # Already outside before the NA
anyOutside(c(NA, 1:10, NA), 1L, 7L) # NA since it occurred first

anyOutside(c(1:7, NA), 1L, 7L, na_is_outside = FALSE)
anyOutside(c(1:7, NA), 1L, 7L, na_is_outside = TRUE)

##
# N <- 500e6
N <- 500e3
x <- rep_len(hutils::samp(-5:6, size = 23), N)
bench_system_time(anyOutside(x, -5L, 6L))
#    process      real
#  453.125ms 459.758ms

Are elements of a vector even?

Description

Are elements of a vector even?

Usage

are_even(
  x,
  check_integerish = TRUE,
  keep_nas = TRUE,
  nThread = getOption("hutilscpp.nThread", 1L)
)

which_are_even(x, check_integerish = TRUE)
are_even(
  x,
  check_integerish = TRUE,
  keep_nas = TRUE,
  nThread = getOption("hutilscpp.nThread", 1L)
)

which_are_even(x, check_integerish = TRUE)

Arguments

`x`	An integer vector. Double vectors may also be used, but will be truncated, with a warning if any element are not integers. Long vectors are not supported unless `x` is integer and `keep_nas = FALSE`.
`check_integerish`	(logical, default: `TRUE`) Should the values in `x` be checked for non-integer values if `x` is a double vector. If `TRUE` and values are found to be non-integer a warning is emitted.
`keep_nas`	(logical, default: `TRUE`) Should `NA`s in `x` return `NA` in the result? If `FALSE`, will return `TRUE` since the internal representation of `x` is even. Only applies if `is.integer(x)`.
`nThread`	Number of threads to use.

Value

For are_even, a logical vector the same length as x, TRUE whenever x is even.

For which_are_even the integer positions of even values in x.

Coerce from double to integer if safe

Description

The same as as.integer(x) but only if x consists only of whole numbers and is within the range of integers.

Usage

as_integer_if_safe(x)
as_integer_if_safe(x)

Arguments

`x`	A double vector. If not a double vector, it is simply returned without any coercion.

Examples


N <- 1e6  # run with 1e9
x <- rep_len(as.double(sample.int(100)), N)
alt_as_integer <- function(x) {
  xi <- as.integer(x)
  if (isTRUE(all.equal(x, xi))) {
    xi
  } else {
    x
  }
}
bench_system_time(as_integer_if_safe(x))
#> process    real
#>  6.453s  6.452s
bench_system_time(alt_as_integer(x))
#> process    real
#> 15.516s 15.545s
bench_system_time(as.integer(x))
#> process    real
#>  2.469s  2.455s

N <- 1e6  # run with 1e9
x <- rep_len(as.double(sample.int(100)), N)
alt_as_integer <- function(x) {
  xi <- as.integer(x)
  if (isTRUE(all.equal(x, xi))) {
    xi
  } else {
    x
  }
}
bench_system_time(as_integer_if_safe(x))
#> process    real
#>  6.453s  6.452s
bench_system_time(alt_as_integer(x))
#> process    real
#> 15.516s 15.545s
bench_system_time(as.integer(x))
#> process    real
#>  2.469s  2.455s

Character to numeric

Description

Character to numeric

Usage

character2integer(x, na.strings = NULL, allow.double = FALSE, option = 0L)
character2integer(x, na.strings = NULL, allow.double = FALSE, option = 0L)

Arguments

`x`	A character vector.
`na.strings`	A set of strings that shall be coerced to `NA_integer_`
`allow.double`	`logical(1)` If `TRUE`, a double vector may be returned. If `FALSE`, an error will be emitted. If `NA`, numeric values outside integer range are coerced to `NA_integer_`, silently.
`option`	Control behaviour: 0 Strip commas.

Convenience function for coalescing to zero

Description

Convenience function for coalescing to zero

Usage

coalesce0(x, nThread = getOption("hutilscpp.nThread", 1L))

COALESCE0(x, nThread = getOption("hutilscpp.nThread", 1L))
coalesce0(x, nThread = getOption("hutilscpp.nThread", 1L))

COALESCE0(x, nThread = getOption("hutilscpp.nThread", 1L))

Arguments

`x`	An atomic vector. Or a list for `COALESCE0`.
`nThread`	Number of threads to use.

Value

Equivalent to hutils::coalesce(x, 0) for an appropriate type of zero. COALESCE0(x)

For complex numbers, each component is coalesced. For unsupported types, the vector is returned, silently.

Examples

coalesce0(c(NA, 2:3))
coalesce0(NaN + 1i)

coalesce0(c(NA, 2:3))
coalesce0(NaN + 1i)

Faster version of `scales::comma`

Description

Faster version of scales::comma

Usage

Comma(x, digits = 0L, big.mark = c(",", " ", "'", "_", "~", "\"", "/"))
Comma(x, digits = 0L, big.mark = c(",", " ", "'", "_", "~", "\"", "/"))

Arguments

`x`	A numeric vector.
`digits`	An integer, similar to `round`.
`big.mark`	A single character, the thousands separator.

Value

Similar to prettyNum(round(x, digits), big.mark = ',') but rounds down and -1 < x < 0 will output "-0".

Count logicals

Description

Count the number of FALSE, TRUE, and NAs.

Usage

count_logical(x, nThread = getOption("hutilscpp.nThread", 1L))
count_logical(x, nThread = getOption("hutilscpp.nThread", 1L))

Arguments

`x`	A logical vector.
`nThread`	Number of threads to use.

Value

A vector of 3 elements: the number of FALSE, TRUE, and NA values in x.

Cumulative sum unless reset

Description

Cumulative sum unless reset

Usage

cumsum_reset(x, y = as.integer(x))
cumsum_reset(x, y = as.integer(x))

Arguments

`x`	A logical vector indicating when the sum should continue. Missing values in `x` is an error.
`y`	Optional: a numeric vector the same length as `x` to cumulatively sum.

Value

A vector of cumulative sums, resetting whenever x is FALSE. The return type is double if y is double; otherwise an integer vector. Integer overflow wraps around, rather than being promoted to double type, as this function is intended for 'shortish' runs of cumulative sums.

If length(x) == 0, y is returned (i.e. integer(0) or double(0).

Examples

cumsum_reset(c(TRUE, TRUE, FALSE, TRUE, TRUE, TRUE, FALSE))
cumsum_reset(c(TRUE, TRUE, FALSE, TRUE, TRUE, TRUE, FALSE),
             c(1000, 1000, 10000,   10,   20,   33,     0))

cumsum_reset(c(TRUE, TRUE, FALSE, TRUE, TRUE, TRUE, FALSE))
cumsum_reset(c(TRUE, TRUE, FALSE, TRUE, TRUE, TRUE, FALSE),
             c(1000, 1000, 10000,   10,   20,   33,     0))

What is the diameter of set of points?

Description

Equivalent to diff(minmax(x))

Usage

diam(x, nThread = getOption("hutilscpp.nThread", 1L))

thinner(x, width, nThread = getOption("hutilscpp.nThread", 1L))
diam(x, nThread = getOption("hutilscpp.nThread", 1L))

thinner(x, width, nThread = getOption("hutilscpp.nThread", 1L))

Arguments

`x`	A numeric vector.
`nThread`	Number of threads to use.
`width`	`numeric(1)` (For `thinner`, the maximum width)

Value

A single value:

diam: The difference of minmax(x)
thinner: Equivalent to diam(x) <= width

Divisibility

Description

Divisibility

Usage

divisible(x, d, nThread = getOption("hutilscpp.nThread", 1L))

divisible2(x, nThread = getOption("hutilscpp.nThread", 1L))

divisible16(x, nThread = getOption("hutilscpp.nThread", 1L))
divisible(x, d, nThread = getOption("hutilscpp.nThread", 1L))

divisible2(x, nThread = getOption("hutilscpp.nThread", 1L))

divisible16(x, nThread = getOption("hutilscpp.nThread", 1L))

Arguments

`x`	An integer vector
`d`	`integer(1)`. The divisor.
`nThread`	The number of threads to use.

Value

Logical vector: TRUE where x is divisible by d.

divisible2,divisible16 are short for (and quicker than) divisible(x, 2) and divisble(x, 16).

Every integer

Description

Every integer

Usage

every_int(nThread = getOption("hutilsc.nThread", 1L), na = NA_integer_)
every_int(nThread = getOption("hutilsc.nThread", 1L), na = NA_integer_)

Arguments

`nThread`	Number of threads.
`na`	Value for `NA_INTEGER`.

Parallel fastmatching

Description

fastmatch::fmatch and logical versions, with parallelization.

Usage

fmatchp(
  x,
  table,
  nomatch = NA_integer_,
  nThread = getOption("hutilscpp.nThread", 1L),
  fin = FALSE,
  whichFirst = 0L,
  .raw = 0L
)

finp(x, table, nThread = getOption("hutilscpp.nThread", 1L), .raw = 0L)

fnotinp(x, table, nThread = getOption("hutilscpp.nThread", 1L), .raw = 0L)
fmatchp(
  x,
  table,
  nomatch = NA_integer_,
  nThread = getOption("hutilscpp.nThread", 1L),
  fin = FALSE,
  whichFirst = 0L,
  .raw = 0L
)

finp(x, table, nThread = getOption("hutilscpp.nThread", 1L), .raw = 0L)

fnotinp(x, table, nThread = getOption("hutilscpp.nThread", 1L), .raw = 0L)

Arguments

`x`, `table`, `nomatch`	As in `match`.
`nThread`	Number of threads to use.
`fin`	`TRUE \| FALSE` Behaviour of return value when value found in `table`. If `FALSE`, return the index of `table`; if `TRUE`, return `TRUE`.
`whichFirst`	`integer(1)` If `0L`, not used. If positive, returns the index of the first element in `x` found in `table`; if negative, returns the last element in `x` found in `table`.
`.raw`	`integer(1)` 0 Return integer or logical as required. 1 Return raw if possible.

Examples

x <- c(1L, 4:5)
y <- c(2L, 4:5)
fmatchp(x, y)
fmatchp(x, y, nomatch = 0L)
finp(x, y)

x <- c(1L, 4:5)
y <- c(2L, 4:5)
fmatchp(x, y)
fmatchp(x, y, nomatch = 0L)
finp(x, y)

Helper

Description

Helper

Usage

helper(expr)
helper(expr)

Arguments

expr

An expression

Value

The expression evaluated.

Examples

x6 <- 1:6
helper(x6 + 1)

x6 <- 1:6
helper(x6 + 1)

Implies

Description

Implies

Usage

Implies(x, y, anyNAx = TRUE, anyNAy = TRUE)
Implies(x, y, anyNAx = TRUE, anyNAy = TRUE)

Arguments

`x`, `y`	Logical vectors of equal length.
`anyNAx`, `anyNAy`	Whether `x,y` may contain `NA`. If `FALSE`, the function runs faster, but under that assumption.

Value

Logical implies: TRUE unless x is TRUE and y is FALSE.

NA in either x or y results in NA if and only if the result is unknown. In particular NA %implies% TRUE is TRUE and FALSE %implies% NA is TRUE.

If x or y are length-one, the function proceeds as if the length-one vector were recycled to the length of the other.

Examples

library(data.table)
CJ(x = c(TRUE,
         FALSE),
   y = c(TRUE,
         FALSE))[, ` x => y` := Implies(x, y)][]

#>        x     y  x => y
#> 1: FALSE FALSE    TRUE
#> 2: FALSE  TRUE    TRUE
#> 3:  TRUE FALSE   FALSE
#> 4:  TRUE  TRUE    TRUE

# NA results:
#> 5:    NA    NA      NA
#> 6:    NA FALSE      NA
#> 7:    NA  TRUE    TRUE
#> 8: FALSE    NA    TRUE
#> 9:  TRUE    NA      NA
library(data.table)
CJ(x = c(TRUE,
         FALSE),
   y = c(TRUE,
         FALSE))[, ` x => y` := Implies(x, y)][]

#>        x     y  x => y
#> 1: FALSE FALSE    TRUE
#> 2: FALSE  TRUE    TRUE
#> 3:  TRUE FALSE   FALSE
#> 4:  TRUE  TRUE    TRUE

# NA results:
#> 5:    NA    NA      NA
#> 6:    NA FALSE      NA
#> 7:    NA  TRUE    TRUE
#> 8: FALSE    NA    TRUE
#> 9:  TRUE    NA      NA

Is a vector constant?

Description

Efficiently decide whether an atomic vector is constant; that is, contains only one value.

Equivalent to

data.table::uniqueN(x) == 1L

forecast::is.constant(x)

Usage

is_constant(x, nThread = getOption("hutilscpp.nThread", 1L))

isntConstant(x)
is_constant(x, nThread = getOption("hutilscpp.nThread", 1L))

isntConstant(x)

Arguments

`x`	An atomic vector. Only logical, integer, double, and character vectors are supported. Others may work but have not been tested.
`nThread`	`integer(1)` Number of threads to use in `is_constant`.

Value

Whether or not the vector x is constant:

is_constant

TRUE or FALSE. Missing values are considered to be the same as each other, so a vector entirely composed of missing values is considered constant. Note that is_constant(c(NA_real_, NaN)) is TRUE.

isntConstant

If constant, 0L; otherwise, the first integer position at which x has a different value to the first.

This has the virtue of !isntConstant(x) == is_constant(x).

Multithreaded is_constant(x, nThread) should only be used if x is expected to be true. It will be faster when x is constant but much slower otherwise.

Empty vectors are constant, as are length-one vectors.

Examples

library(hutilscpp)
library(data.table)
setDTthreads(1L)
N <- 1e9L
N <- 1e6  # to avoid long-running examples on CRAN

## Good-cases
nonconst <- c(integer(1e5), 13L, integer(N))
bench_system_time(uniqueN(nonconst) == 1L)
#> process    real
#> 15.734s  2.893s
bench_system_time(is_constant(nonconst))
#> process    real
#>   0.000   0.000
bench_system_time(isntConstant(nonconst))
#> process    real
#>   0.000   0.000

## Worst-cases
consti <- rep(13L, N)
bench_system_time(uniqueN(consti) == 1L)
#> process    real
#>  5.734s  1.202s
bench_system_time(is_constant(consti))
#>   process      real
#> 437.500ms 437.398ms
bench_system_time(isntConstant(consti))
#>   process      real
#> 437.500ms 434.109ms

nonconsti <- c(consti, -1L)
bench_system_time(uniqueN(nonconsti) == 1L)
#> process    real
#> 17.812s  3.348s
bench_system_time(is_constant(nonconsti))
#>   process      real
#> 437.500ms 431.104ms
bench_system_time(isntConstant(consti))
#>   process      real
#> 484.375ms 487.588ms

constc <- rep("a", N)
bench_system_time(uniqueN(constc) == 1L)
#> process    real
#> 11.141s  3.580s
bench_system_time(is_constant(constc))
#> process    real
#>  4.109s  4.098s

nonconstc <- c(constc, "x")
bench_system_time(uniqueN(nonconstc) == 1L)
#> process    real
#> 22.656s  5.629s
bench_system_time(is_constant(nonconstc))
#> process    real
#>  5.906s  5.907s


library(hutilscpp)
library(data.table)
setDTthreads(1L)
N <- 1e9L
N <- 1e6  # to avoid long-running examples on CRAN

## Good-cases
nonconst <- c(integer(1e5), 13L, integer(N))
bench_system_time(uniqueN(nonconst) == 1L)
#> process    real
#> 15.734s  2.893s
bench_system_time(is_constant(nonconst))
#> process    real
#>   0.000   0.000
bench_system_time(isntConstant(nonconst))
#> process    real
#>   0.000   0.000

## Worst-cases
consti <- rep(13L, N)
bench_system_time(uniqueN(consti) == 1L)
#> process    real
#>  5.734s  1.202s
bench_system_time(is_constant(consti))
#>   process      real
#> 437.500ms 437.398ms
bench_system_time(isntConstant(consti))
#>   process      real
#> 437.500ms 434.109ms

nonconsti <- c(consti, -1L)
bench_system_time(uniqueN(nonconsti) == 1L)
#> process    real
#> 17.812s  3.348s
bench_system_time(is_constant(nonconsti))
#>   process      real
#> 437.500ms 431.104ms
bench_system_time(isntConstant(consti))
#>   process      real
#> 484.375ms 487.588ms

constc <- rep("a", N)
bench_system_time(uniqueN(constc) == 1L)
#> process    real
#> 11.141s  3.580s
bench_system_time(is_constant(constc))
#> process    real
#>  4.109s  4.098s

nonconstc <- c(constc, "x")
bench_system_time(uniqueN(nonconstc) == 1L)
#> process    real
#> 22.656s  5.629s
bench_system_time(is_constant(nonconstc))
#> process    real
#>  5.906s  5.907s

Is a vector sorted?

Description

Is a vector sorted?

Usage

is_sorted(x, asc = NA)

isntSorted(x, asc = NA)
is_sorted(x, asc = NA)

isntSorted(x, asc = NA)

Arguments

`x`	An atomic vector.
`asc`	Single logical. If `NA`, the default, a vector is considered sorted if it is either sorted ascending or sorted descending; if `FALSE`, a vector is sorted only if sorted descending; if `TRUE`, a vector is sorted only if sorted ascending.

Value

is_sorted returns TRUE or FALSE

isntSorted returns 0 if sorted or the first position that proves the vector is not sorted

Vectorized logical with support for short-circuits

Description

Vectorized logical with support for short-circuits

Usage

and3(x, y, z = NULL, nas_absent = FALSE)

or3(x, y, z = NULL)
and3(x, y, z = NULL, nas_absent = FALSE)

or3(x, y, z = NULL)

Arguments

`x`, `y`, `z`	Logical vectors. If `z` is `NULL` the function is equivalent to the binary versions; only `x` and `y` are used.
`nas_absent`	(logical, default: `FALSE`) Can it be assumed that `x,y,z` have no missing values? Set to `TRUE` when you are sure that that is the case; setting to `TRUE` falsely has no defined behaviour.

Value

For and3, the same as x & y & z; for or3, the same as x | y | z, designed to be efficient when component-wise short-circuiting is available.

Complex logical expressions

Description

Performant implementations of & et or. Performance is high when the expressions are long (i.e. over 10M elements) and in particular when they are of the form lhs <op> rhs for binary <op>.

Usage

and3s(
  exprA,
  exprB = NULL,
  exprC = NULL,
  ...,
  nThread = getOption("hutilscpp.nThread", 1L),
  .parent_nframes = 1L,
  type = c("logical", "raw", "which")
)

or3s(
  exprA,
  exprB = NULL,
  exprC = NULL,
  ...,
  nThread = getOption("hutilscpp.nThread", 1L),
  .parent_nframes = 1L,
  type = c("logical", "raw", "which")
)
and3s(
  exprA,
  exprB = NULL,
  exprC = NULL,
  ...,
  nThread = getOption("hutilscpp.nThread", 1L),
  .parent_nframes = 1L,
  type = c("logical", "raw", "which")
)

or3s(
  exprA,
  exprB = NULL,
  exprC = NULL,
  ...,
  nThread = getOption("hutilscpp.nThread", 1L),
  .parent_nframes = 1L,
  type = c("logical", "raw", "which")
)

Arguments

`exprA`, `exprB`, `exprC`, `...`	Expressions of the form `x <op> y`. with `<op>` one of the standard binary operators. Only `exprA` is required, all following expressions are optional.
`nThread`	`integer(1)` Number of threads to use.
`.parent_nframes`	`integer(1)` For internal use. Passed to `eval.parent`.
`type`	The type of the result. `which` corresponds to the indices of `TRUE` in the result. Type `raw` is available for a memory-constrained result, though the result will not be interpreted as logical.

Value

and3s and or3s return exprA & exprB & exprC and exprA | exprB | exprC respectively. If any expression is missing it is considered TRUE for and3s and FALSE for or3s; in other words only the results of the other expressions count towards the result.

Match coordinates to nearest coordinates

Description

When geocoding coordinates to known addresses, an efficient way to match the given coordinates with the known is necessary. This function provides this efficiency by using C++ and allowing approximate matching.

Usage

match_nrst_haversine(
  lat,
  lon,
  addresses_lat,
  addresses_lon,
  Index = seq_along(addresses_lat),
  cartesian_R = NULL,
  close_enough = 10,
  excl_self = FALSE,
  as.data.table = TRUE,
  .verify_box = TRUE
)
match_nrst_haversine(
  lat,
  lon,
  addresses_lat,
  addresses_lon,
  Index = seq_along(addresses_lat),
  cartesian_R = NULL,
  close_enough = 10,
  excl_self = FALSE,
  as.data.table = TRUE,
  .verify_box = TRUE
)

Arguments

`lat`, `lon`	Coordinates to be geocoded. Numeric vectors of equal length.
`addresses_lat`, `addresses_lon`	Coordinates of known locations. Numeric vectors of equal length (likely to be a different length than the length of `lat`, except when `excl_self = TRUE`).
`Index`	A vector the same length as `lat` to encode the match between `lat,lon` and `addresses_lat,addresses_lon`. The default is to use the integer position of the nearest match to `addresses_lat,addresses_lon`.
`cartesian_R`	The maximum radius of any address from the points to be geocoded. Used to accelerate the detection of minimum distances. Note, as the argument name suggests, the distance is in cartesian coordinates, so a small number is likely.
`close_enough`	The distance, in metres, below which a match will be considered to have occurred. (The distance that is considered "close enough" to be a match.) For example, `close_enough = 10` means the first location within ten metres will be matched, even if a closer match occurs later. May be provided as a string to emphasize the units, e.g. `close_enough = "0.25km"`. Only `km` and `m` are permitted.
`excl_self`	(bool, default: `FALSE`) For each $x_i$ of the first coordinates, exclude the $y_i$ -th point when determining closest match. Useful to determine the nearest neighbour within a set of coordinates, viz. `match_nrst_haversine(x, y, x, y, excl_self = TRUE)`.
`as.data.table`	Return result as a `data.table`? If `FALSE`, a list is returned. `TRUE` by default to avoid dumping a huge list to the console.
`.verify_box`	Check the initial guess against other points within the box of radius $\ell^\infty$ .

Value

A list (or data.table if as.data.table = TRUE) with two elements, both the same length as lat, giving for point lat,lon:

pos: the position (or corresponding value in Table) in addresses_lat,addresses_lon nearest to lat, lon.
dist: the distance, in kilometres, between the two points.

Examples

lat2 <- runif(5, -38, -37.8)
lon2 <- rep(145, 5)

lat1 <- c(-37.875, -37.91)
lon1 <- c(144.96, 144.978)

match_nrst_haversine(lat1, lon1, lat2, lon2)
match_nrst_haversine(lat1, lon1, lat1, lon1, 11:12, excl_self = TRUE)

lat2 <- runif(5, -38, -37.8)
lon2 <- rep(145, 5)

lat1 <- c(-37.875, -37.91)
lon1 <- c(144.96, 144.978)

match_nrst_haversine(lat1, lon1, lat2, lon2)
match_nrst_haversine(lat1, lon1, lat1, lon1, 11:12, excl_self = TRUE)

Minimum and maximum

Description

Minimum and maximum

Usage

minmax(x, empty_result = NULL, nThread = getOption("hutilscpp.nThread", 1L))
minmax(x, empty_result = NULL, nThread = getOption("hutilscpp.nThread", 1L))

Arguments

`x`	An atomic vector.
`empty_result`	What should be returned when `length(x) == 0`?
`nThread`	Number of threads to be used.

Value

Vector of two elements, the minimum and maximum of x, or NULL.

Most common element

Description

Most common element

Usage

ModeC(
  x,
  nThread = getOption("hutilscpp.nThread", 1L),
  .range_fmatch = 1000000000,
  option = 1L
)
ModeC(
  x,
  nThread = getOption("hutilscpp.nThread", 1L),
  .range_fmatch = 1000000000,
  option = 1L
)

Arguments

`x`	An atomic vector.
`nThread`	Number of threads to use.
`.range_fmatch`	If the range of `x` differs by more than this amount, the mode will be calculated via `fmatchp`.
`option`	`integer(1)` Handle exceptional cases: 0 Returns `NULL` quietly. 1 Returns an error if the mode cannot be calculated. 2 Emits a warning if the mode cannot be calculate, falls back to `hutils::Mode`

Examples

ModeC(c(1L, 1L, 2L))


ModeC(c(1L, 1L, 2L))

Parallel maximum/minimum

Description

Faster pmax() and pmin().

Usage

pmaxC(
  x,
  a,
  in_place = FALSE,
  keep_nas = FALSE,
  dbl_ok = NA,
  nThread = getOption("hutilscpp.nThread", 1L)
)

pminC(
  x,
  a,
  in_place = FALSE,
  keep_nas = FALSE,
  dbl_ok = NA,
  nThread = getOption("hutilscpp.nThread", 1L)
)

pmax0(
  x,
  in_place = FALSE,
  sorted = FALSE,
  keep_nas = FALSE,
  nThread = getOption("hutilscpp.nThread", 1L)
)

pmin0(
  x,
  in_place = FALSE,
  sorted = FALSE,
  keep_nas = FALSE,
  nThread = getOption("hutilscpp.nThread", 1L)
)

pmaxV(
  x,
  y,
  in_place = FALSE,
  dbl_ok = TRUE,
  nThread = getOption("hutilscpp.nThread", 1L)
)

pminV(
  x,
  y,
  in_place = FALSE,
  dbl_ok = TRUE,
  nThread = getOption("hutilscpp.nThread", 1L)
)

pmax3(x, y, z, in_place = FALSE)

pmin3(x, y, z, in_place = FALSE)
pmaxC(
  x,
  a,
  in_place = FALSE,
  keep_nas = FALSE,
  dbl_ok = NA,
  nThread = getOption("hutilscpp.nThread", 1L)
)

pminC(
  x,
  a,
  in_place = FALSE,
  keep_nas = FALSE,
  dbl_ok = NA,
  nThread = getOption("hutilscpp.nThread", 1L)
)

pmax0(
  x,
  in_place = FALSE,
  sorted = FALSE,
  keep_nas = FALSE,
  nThread = getOption("hutilscpp.nThread", 1L)
)

pmin0(
  x,
  in_place = FALSE,
  sorted = FALSE,
  keep_nas = FALSE,
  nThread = getOption("hutilscpp.nThread", 1L)
)

pmaxV(
  x,
  y,
  in_place = FALSE,
  dbl_ok = TRUE,
  nThread = getOption("hutilscpp.nThread", 1L)
)

pminV(
  x,
  y,
  in_place = FALSE,
  dbl_ok = TRUE,
  nThread = getOption("hutilscpp.nThread", 1L)
)

pmax3(x, y, z, in_place = FALSE)

pmin3(x, y, z, in_place = FALSE)

Arguments

`x`	`numeric(n)` A numeric vector.
`a`	`numeric(1)` A single numeric value.
`in_place`	`TRUE \| FALSE`, default: `FALSE` Should `x` be modified in-place? For advanced use only.
`keep_nas`	`TRUE \| FALSE`, default: `FALSE` Should `NA`s values be preserved? By default, `FALSE`, so the behaviour of the function is dependent on the representation of `NA`s at the C++ level.
`dbl_ok`	`logical(1)`, default: `NA` Is it acceptable to return a non-integer vector if `x` is integer? This argument will have effect `a` is both double and cannot be coerced to `integer`: If `NA`, the default, a message is emitted whenever a double vector needs to be returned. If `FALSE`, an error is returned. If `TRUE`, neither an error nor a message is returned.
`nThread`	`integer(1)` The number of threads to use. Combining `nThread > 1` and `in_place = TRUE` is not supported.
`sorted`	`TRUE \| FALSE`, default: `FALSE` Is `x` known to be sorted? If `TRUE`, `x` is assumed to be sorted. Thus the first zero determines whether the position at which zeroes start or end.
`y`, `z`	`numeric(n)` Other numeric vectors the same length as `x`

Value

Versions of pmax and pmin, designed for performance.

When in_place = TRUE, the values of x are modified in-place. For advanced users only.

The differences are:

pmaxC(x, a) and pminC(x, a): Both x and a must be numeric and a must be length-one.

Note

This function will always be faster than pmax(x, a) when a is a single value, but can be slower than pmax.int(x, a) when x is short. Use this function when comparing a numeric vector with a single value.

Use in_place = TRUE only within functions when you are sure it is safe, i.e. not a reference to something outside the environment.

By design, the functions first check whether x will be modified before allocating memory to a new vector. For example, if all values in x are nonnegative, the vector is returned.

Examples

pmaxC(-5:5, 2)
pmaxC(1:4, 5.5)
pmaxC(1:4, 5.5, dbl_ok = TRUE)
# pmaxC(1:4, 5.5, dbl_ok = FALSE)  # error

pmaxC(-5:5, 2)
pmaxC(1:4, 5.5)
pmaxC(1:4, 5.5, dbl_ok = TRUE)
# pmaxC(1:4, 5.5, dbl_ok = FALSE)  # error

Find a binary pole of inaccessibility

Description

Find a binary pole of inaccessibility

Usage

poleInaccessibility2(
  x = NULL,
  y = NULL,
  DT = NULL,
  x_range = NULL,
  y_range = NULL,
  copy_DT = TRUE
)

poleInaccessibility3(
  x = NULL,
  y = NULL,
  DT = NULL,
  x_range = NULL,
  y_range = NULL,
  copy_DT = TRUE,
  test_both = TRUE
)
poleInaccessibility2(
  x = NULL,
  y = NULL,
  DT = NULL,
  x_range = NULL,
  y_range = NULL,
  copy_DT = TRUE
)

poleInaccessibility3(
  x = NULL,
  y = NULL,
  DT = NULL,
  x_range = NULL,
  y_range = NULL,
  copy_DT = TRUE,
  test_both = TRUE
)

Arguments

`x`, `y`	Coordinates.
`DT`	A `data.table` containing `LONGITUDE` and `LATITUDE` to define the `x` and `y` coordinates.
`x_range`, `y_range`	Numeric vectors of length-2; the range of `x` and `y`. Use this rather than the default when the 'vicinity' of `x,y` is different from the minimum closed rectangle covering the points.
`copy_DT`	(logical, default: `TRUE`) Run `copy` on `DT` before proceeding. If `FALSE`, `DT` have additional columns updated by reference.
`test_both`	(logical, default: `TRUE`) For `3`, test both stretching vertically then horizontally and horizontally then vertically.

Value

poleInaccessibility2: A named vector containing the xmin, xmax and ymin, ymax coordinates of the largest rectangle of width an integer power of two that is empty.
poleInaccessibility3: Starting with the rectangle formed by poleInaccessibility2, the rectangle formed by stretching it out vertically and horizontally until the edges intersect the points x,y

Examples

library(data.table)
library(hutils)
# A square with a 10 by 10 square of the northeast corner removed
x <- runif(1e4, 0, 100)
y <- runif(1e4, 0, 100)
DT <- data.table(x, y)
# remove the NE corner
DT_NE <- DT[implies(x > 90, y < 89)]
DT_NE[, poleInaccessibility2(x, y)]
DT_NE[, poleInaccessibility3(x, y)]

library(data.table)
library(hutils)
# A square with a 10 by 10 square of the northeast corner removed
x <- runif(1e4, 0, 100)
y <- runif(1e4, 0, 100)
DT <- data.table(x, y)
# remove the NE corner
DT_NE <- DT[implies(x > 90, y < 89)]
DT_NE[, poleInaccessibility2(x, y)]
DT_NE[, poleInaccessibility3(x, y)]

Range C++

Description

Range of a vector using Rcpp.

Usage

range_rcpp(
  x,
  anyNAx = anyNA(x),
  warn_empty = TRUE,
  integer0_range_is_integer = FALSE
)
range_rcpp(
  x,
  anyNAx = anyNA(x),
  warn_empty = TRUE,
  integer0_range_is_integer = FALSE
)

Arguments

`x`	A vector for which the range is desired. Vectors with missing values are not supported and have no definite behaviour.
`anyNAx`	(logical, default: `anyNA(x)` lazily). Set to `TRUE` only if `x` is known to contain no missing values (including `NaN`).
`warn_empty`	(logical, default: `TRUE`) If `x` is empty (i.e. has no length), should a warning be emitted (like `range`)?
`integer0_range_is_integer`	(logical, default: `FALSE`) If `x` is a length-zero integer, should the result also be an integer? Set to `FALSE` by default in order to be compatible with `range`, but can be set to `TRUE` if an integer result is desired, in which case `range_rcpp(integer())` is `(INT_MAX, -INT_MAX)`.

Value

A length-4 vector, the first two positions give the range and the next two give the positions in x where the max and min occurred.

This is almost equivalent to c(range(x), which.min(x), which.max(x)). Note that the type is not strictly preserved, but no loss should occur. In particular, logical x results in an integer result, and a double x will have double values for which.min(x) and which.max(x).

A completely empty, logical x returns c(NA, NA, NA, NA) as an integer vector.

Examples

x <- rnorm(1e3) # Not noticeable at this scale
bench_system_time(range_rcpp(x))
bench_system_time(range(x))



x <- rnorm(1e3) # Not noticeable at this scale
bench_system_time(range_rcpp(x))
bench_system_time(range(x))

Squish into a range

Description

Squish into a range

Usage

squish(x, a, b, in_place = FALSE)
squish(x, a, b, in_place = FALSE)

Arguments

`x`	A numeric vector.
`a`, `b`	Upper and lower bounds
`in_place`	(logical, default: `FALSE`) Should the function operate on `x` in place?

Value

A numeric/integer vector with the values of x "squished" between a and b; values above b replaced with b and values below a replaced with a.

Examples

squish(-5:5,-1L, 1L)

squish(-5:5,-1L, 1L)

Sum of logical expressions

Description

Sum of logical expressions

Usage

sum_and3s(
  exprA,
  exprB,
  exprC,
  ...,
  nThread = getOption("hutilscpp.nThread", 1L),
  .env = parent.frame()
)

sum_or3s(
  exprA,
  exprB,
  exprC,
  ...,
  .env = parent.frame(),
  nThread = getOption("hutilscpp.nThread", 1L)
)
sum_and3s(
  exprA,
  exprB,
  exprC,
  ...,
  nThread = getOption("hutilscpp.nThread", 1L),
  .env = parent.frame()
)

sum_or3s(
  exprA,
  exprB,
  exprC,
  ...,
  .env = parent.frame(),
  nThread = getOption("hutilscpp.nThread", 1L)
)

Arguments

`exprA`, `exprB`, `exprC`, `...`	Expressions of the form `x <op> y`. with `<op>` one of the standard binary operators.
`nThread`	`integer(1)` Number of threads to use.
`.env`	The environment in which the expressions are to be evaluated.

Value

Equivalent to sum(exprA & exprB & exprC) or sum(exprA | exprB | exprC) as desired.

Number of missing values

Description

The count of missing values in an atomic vector, equivalent to to sum(is.na(x)).

Usage

sum_isna(x, do_anyNA = TRUE, nThread = getOption("hutilscpp.nThread", 1L))
sum_isna(x, do_anyNA = TRUE, nThread = getOption("hutilscpp.nThread", 1L))

Arguments

x

An atomic vector.

do_anyNA

Should anyNA(x) be executed before an attempt to count the NA's in x one-by-one? By default, set to TRUE, since it is generally quicker. It will only be slower when NA is rare and occurs late in x.

Ignored silently if nThread != 1.

nThread

nThread: Number of threads to use.

Examples

sum_isna(c(1:5, NA))
sum_isna(c(NaN, NA))  # 2 from v0.4.0 (Sep 2020)
sum_isna(c(1:5, NA))
sum_isna(c(NaN, NA))  # 2 from v0.4.0 (Sep 2020)

Distinct elements

Description

Using the fastmatch hash functions, determine the unique elements of a vector, and the number of distinct elements.

Usage

unique_fmatch(x, nThread = getOption("hutilscpp.nThread", 1L))

uniqueN_fmatch(x, nThread = getOption("hutilscpp.nThread", 1L))
unique_fmatch(x, nThread = getOption("hutilscpp.nThread", 1L))

uniqueN_fmatch(x, nThread = getOption("hutilscpp.nThread", 1L))

Arguments

`x`	An atomic vector.
`nThread`	Number of threads to use.

Value

Equivalent to unique(x) or data.table::uniqueN(x) respectively.

Where does a logical expression first return `TRUE`?

Description

A faster and safer version of which.max applied to simple-to-parse logical expressions.

Usage

which_first(
  expr,
  verbose = FALSE,
  reverse = FALSE,
  sexpr,
  eval_parent_n = 1L,
  suppressWarning = getOption("hutilscpp_suppressWarning", FALSE),
  use.which.max = FALSE
)

which_last(
  expr,
  verbose = FALSE,
  reverse = FALSE,
  suppressWarning = getOption("hutilscpp_suppressWarning", FALSE)
)
which_first(
  expr,
  verbose = FALSE,
  reverse = FALSE,
  sexpr,
  eval_parent_n = 1L,
  suppressWarning = getOption("hutilscpp_suppressWarning", FALSE),
  use.which.max = FALSE
)

which_last(
  expr,
  verbose = FALSE,
  reverse = FALSE,
  suppressWarning = getOption("hutilscpp_suppressWarning", FALSE)
)

Arguments

`expr`	An expression, such as `x == 2`.
`verbose`	`logical(1)`, default: `FALSE` If `TRUE` a message is emitted if `expr` could not be handled in the advertised way.
`reverse`	`logical(1)`, default: `FALSE` Scan `expr` in reverse.
`sexpr`	Equivalent to `substitute(expr)`. For internal use.
`eval_parent_n`	Passed to `eval.parent`, the environment in which `expr` is evaluated.
`suppressWarning`	Either a `FALSE` or `TRUE`, whether or not warnings should be suppressed. Also supports a string input which suppresses a warning if it matches as a regular expression.
`use.which.max`	If `TRUE`, `which.max` is dispatched immediately, even if `expr` would be amenable to separation. Useful when evaluating many small `expr`'s when these are known in advance.

Details

If the expr is of the form LHS <operator> RHS and LHS is a single symbol, operator is one of ==, !=, >, >=, <, <=, %in%, or %between%, and RHS is numeric, then expr is not evaluated directly; instead, each element of LHS is compared individually.

If expr is not of the above form, then expr is evaluated and passed to which.max.

Using this function can be significantly faster than the alternatives when the computation of expr would be expensive, though the difference is only likely to be clear when length(x) is much larger than 10 million. But even for smaller vectors, it has the benefit of returning 0L if none of the values in expr are TRUE, unlike which.max.

Compared to Position for an appropriate choice of f the speed of which_first is not much faster when the expression is TRUE for some position. However, which_first is faster when all elements of expr are FALSE. Thus which_first has a smaller worst-case time than the alternatives for most x.

Missing values on the RHS are handled specially. which_first(x %between% c(NA, 1)) for example is equivalent to which_first(x <= 1), as in data.table::between.

Value

The same as which.max(expr) or which(expr)[1] but returns 0L when expr has no TRUE values.

Examples


N <- 1e5
# N <- 1e8  ## too slow for CRAN

# Two examples, from slowest to fastest,
# run with N = 1e8 elements

                                       # seconds
x <- rep_len(runif(1e4, 0, 6), N)
bench_system_time(x > 5)
bench_system_time(which(x > 5))        # 0.8
bench_system_time(which.max(x > 5))    # 0.3
bench_system_time(which_first(x > 5))  # 0.000

## Worst case: have to check all N elements
x <- double(N)
bench_system_time(x > 0)
bench_system_time(which(x > 0))        # 1.0
bench_system_time(which.max(x > 0))    # 0.4  but returns 1, not 0
bench_system_time(which_first(x > 0))  # 0.1

x <- as.character(x)
# bench_system_time(which(x == 5))     # 2.2
bench_system_time(which.max(x == 5))   # 1.6
bench_system_time(which_first(x == 5)) # 1.3

N <- 1e5
# N <- 1e8  ## too slow for CRAN

# Two examples, from slowest to fastest,
# run with N = 1e8 elements

                                       # seconds
x <- rep_len(runif(1e4, 0, 6), N)
bench_system_time(x > 5)
bench_system_time(which(x > 5))        # 0.8
bench_system_time(which.max(x > 5))    # 0.3
bench_system_time(which_first(x > 5))  # 0.000

## Worst case: have to check all N elements
x <- double(N)
bench_system_time(x > 0)
bench_system_time(which(x > 0))        # 1.0
bench_system_time(which.max(x > 0))    # 0.4  but returns 1, not 0
bench_system_time(which_first(x > 0))  # 0.1

x <- as.character(x)
# bench_system_time(which(x == 5))     # 2.2
bench_system_time(which.max(x == 5))   # 1.6
bench_system_time(which_first(x == 5)) # 1.3

First/last position of missing values

Description

Introduced in v 1.6.0

Usage

which_firstNA(x)

which_lastNA(x)
which_firstNA(x)

which_lastNA(x)

Arguments

`x`	An atomic vector.

Value

The position of the first/last missing value in x.

Examples

N <- 1e8
N <- 1e6  # for CRAN etc
x <- c(1:1e5, NA, integer(N))
bench_system_time(which.max(is.na(x))) # 123ms
bench_system_time(Position(is.na, x))  #  22ms
bench_system_time(which_firstNA(x))    #  <1ms
N <- 1e8
N <- 1e6  # for CRAN etc
x <- c(1:1e5, NA, integer(N))
bench_system_time(which.max(is.na(x))) # 123ms
bench_system_time(Position(is.na, x))  #  22ms
bench_system_time(which_firstNA(x))    #  <1ms

At which point are all values true onwards

Description

At which point are all values true onwards

Usage

which_true_onwards(x)
which_true_onwards(x)

Arguments

`x`	A logical vector. `NA` values are not permitted.

Value

The position of the first TRUE value in x at which all the following values are TRUE.

Examples

which_true_onwards(c(TRUE, FALSE, TRUE, TRUE, TRUE))

which_true_onwards(c(TRUE, FALSE, TRUE, TRUE, TRUE))

which of three vectors are the elements (all, any) true?

Description

which of three vectors are the elements (all, any) true?

Usage

which3(
  x,
  y,
  z,
  And = TRUE,
  anyNAx = anyNA(x),
  anyNAy = anyNA(y),
  anyNAz = anyNA(z)
)
which3(
  x,
  y,
  z,
  And = TRUE,
  anyNAx = anyNA(x),
  anyNAy = anyNA(y),
  anyNAz = anyNA(z)
)

Arguments

`x`, `y`, `z`	Logical vectors. Either the same length or length-1
`And`	Boolean. If `TRUE`, only indices where all of x, y, z are TRUE are returned; if `FALSE`, any index where x, y, z are TRUE are returned.
`anyNAx`, `anyNAy`, `anyNAz`	Whether or not the inputs have `NA`.

Separated which

Description

Same as which(exprA) where exprA is a binary expression.

Usage

whichs(
  exprA,
  .env = parent.frame(),
  nThread = getOption("hutilscpp.nThread", 1L)
)
whichs(
  exprA,
  .env = parent.frame(),
  nThread = getOption("hutilscpp.nThread", 1L)
)

Arguments

`exprA`	An expression. Useful when of the form `a <op> b` for `a` an atomic vector. Long expressions are not supported.
`.env`	The environment in which `exprA` is to be evaluated.
`nThread`	Number of threads to use.

Value

Integer vector, the indices of exprA that return TRUE.

Exclusive or

Description

Exclusive or

Usage

xor2(x, y, anyNAx = TRUE, anyNAy = TRUE)
xor2(x, y, anyNAx = TRUE, anyNAy = TRUE)

Arguments

`x`, `y`	Logical vectors.
`anyNAx`, `anyNAy`	Could `x` and `y` possibly contain `NA` values? Only set to `FALSE` if known to be free of `NA`.

Package 'hutilscpp'

Help Index

Absolute difference

Description

Usage

Arguments

Examples

Is a vector empty?

Description

Usage

Arguments

Examples

Are any values outside the interval specified?

Description

Usage

Arguments

Value

Examples

Are elements of a vector even?

Description

Usage

Arguments

Value

Coerce from double to integer if safe

Description

Usage

Arguments

Examples

Evaluate time of computation

Description

Usage

Arguments

Character to numeric

Description

Usage

Arguments

Convenience function for coalescing to zero

Description

Usage

Arguments

Value

Examples

Faster version of scales::comma

Description

Usage

Arguments

Value

Count logicals

Description

Usage

Arguments

Value

Cumulative sum unless reset

Description

Usage

Arguments

Value

Examples

What is the diameter of set of points?

Description

Usage

Arguments

Value

Divisibility

Description

Usage

Arguments

Value

Every integer

Description

Usage

Arguments

Parallel fastmatching

Description

Usage

Arguments

Examples

Helper

Description

Usage

Faster version of `scales::comma`