Title: | An Implementation of the PREVENT and Pooled Cohort Equations |
---|---|
Description: | Implements the American Heart Association Predicting Risk of cardiovascular disease EVENTs (PREVENT) equations from Khan SS, Matsushita K, Sang Y, and colleagues (2023) <doi:10.1161/CIRCULATIONAHA.123.067626>, with optional comparison with their de facto predecessor, the Pooled Cohort Equations from the American Heart Association and American College of Cardiology (2013) <doi:10.1161/01.cir.0000437741.48606.98> and the revision to the Pooled Cohort Equations from Yadlowsky and colleagues (2018) <doi:10.7326/M17-3011>. |
Authors: | Martin Mayer [aut, cre, cph] |
Maintainer: | Martin Mayer <[email protected]> |
License: | MIT + file LICENSE |
Version: | 0.11.0 |
Built: | 2025-02-26 04:15:50 UTC |
Source: | https://github.com/martingmayer/preventr |
This function opens a browser window (using the user's default browser) and navigates to the Shiny app located at:
https://martingmayer.shinyapps.io/prevent-equations
Easier-to-remember URLs:
The app includes risk visualization and several options for customizing the output.
app(...)
app(...)
... |
Not used. Reserved for future use. |
Returns NULL
invisibly after opening app in your default browser.
app()
app()
estimate_risk()
and est_risk()
are the same function, with the latter
being a function synonym for those who favor syntactical brevity.
Estimation via the PREVENT equations includes both 10- and 30-year risk of 5 events:
Total cardiovascular disease (CVD), which includes atherosclerotic CVD (ASCVD) and heart failure as defined below
ASCVD, which includes coronary heart disease (CHD) and stroke as defined below
Heart failure (often abbreviated HF, but not herein)
CHD, which includes nonfatal myocardial infarction (MI) and fatal CHD
Stroke
Estimation via the PCEs includes 10-year risk of ASCVD. The title of the function focuses on the "official" version of the PCEs from the AHA/ACC, but this function permits estimation via the revised PCEs released by Yadlowsky and colleagues in 2018. Further details are in the "Arguments" section.
See also the README for this package, which goes into additional detail about the PREVENT equations (site, GitHub).
estimate_risk( age, sex, sbp, bp_tx, total_c, hdl_c, statin, dm, smoking, egfr, bmi, hba1c = NULL, uacr = NULL, zip = NULL, model = NULL, time = "both", chol_unit = "mg/dL", optional_strict = FALSE, quiet = is.data.frame(use_dat), collapse = is.data.frame(use_dat), use_dat = NULL, add_to_dat = is.data.frame(use_dat), progress = is.data.frame(use_dat) ) est_risk( age, sex, sbp, bp_tx, total_c, hdl_c, statin, dm, smoking, egfr, bmi, hba1c = NULL, uacr = NULL, zip = NULL, model = NULL, time = "both", chol_unit = "mg/dL", optional_strict = FALSE, quiet = is.data.frame(use_dat), collapse = is.data.frame(use_dat), use_dat = NULL, add_to_dat = is.data.frame(use_dat), progress = is.data.frame(use_dat) )
estimate_risk( age, sex, sbp, bp_tx, total_c, hdl_c, statin, dm, smoking, egfr, bmi, hba1c = NULL, uacr = NULL, zip = NULL, model = NULL, time = "both", chol_unit = "mg/dL", optional_strict = FALSE, quiet = is.data.frame(use_dat), collapse = is.data.frame(use_dat), use_dat = NULL, add_to_dat = is.data.frame(use_dat), progress = is.data.frame(use_dat) ) est_risk( age, sex, sbp, bp_tx, total_c, hdl_c, statin, dm, smoking, egfr, bmi, hba1c = NULL, uacr = NULL, zip = NULL, model = NULL, time = "both", chol_unit = "mg/dL", optional_strict = FALSE, quiet = is.data.frame(use_dat), collapse = is.data.frame(use_dat), use_dat = NULL, add_to_dat = is.data.frame(use_dat), progress = is.data.frame(use_dat) )
age |
Numeric (required predictor variable): Age in years, from 30-79.
Note the PCEs have a lower age limit of 40, so for ages 30-39, the function
will only provide estimates for the PREVENT equations, irrespective of
whether a user also requests estimation via the PCEs via the |
sex |
Character (required predictor variable): Either |
sbp |
Numeric (required predictor variable): Systolic blood pressure (SBP) in mmHg, from 90-180; see the "Details" section for more information about the upper bound of the range. |
bp_tx |
Logical or numeric equivalent (required predictor variable):
Whether the person is on blood pressure treatment, either |
total_c |
Numeric (required predictor variable): Total cholesterol in
mg/dL or mmol/L (see |
hdl_c |
Numeric (required predictor variable): High-density lipoprotein
cholesterol (HDL-C) in mg/dL or mmol/L (see |
statin |
Logical or numeric equivalent (required predictor variable):
Whether the person is taking a statin, either |
dm |
Logical or numeric equivalent (required predictor variable):
Whether the person has diabetes mellitus (DM), either |
smoking |
Logical or numeric equivalent (required predictor variable):
Whether the person is currently smoking (which PREVENT defines as cigarette
use within the last 30 days), either |
egfr |
Numeric or call (required predictor variable): Estimated glomerular
filtration rate (eGFR) in mL/min/1.73m2, entered either as a
numeric from 15-140 or as a call to |
bmi |
Numeric or call (required predictor variable): Body mass index (BMI) in
kg/m2, entered either as a numeric from 18.5-39.9 or as a call to
|
hba1c |
Numeric (optional predictor variable): Glycated hemoglobin (HbA1c) in %, from 4.5-15; see the "Details" section for more information about the lower bound of the range. |
uacr |
Numeric (optional predictor variable): Urine albumin-to-creatinine ratio (UACR) in mg/g, from 0.1-25000. |
zip |
Character (optional predictor variable): ZIP code of the person's residence, used to estimate the Social Deprivation Index (SDI); see the "Details" section for more information. |
model |
Character or list (optional behavior variable):
|
time |
Character or numeric (optional behavior variable): Whether to
estimate risk over 10 or 30 years, one of
|
chol_unit |
Character (optional behavior variable): The unit of
measurement for |
optional_strict |
Logical (optional behavior variable): Whether to
enforce strictness on optional predictor variables, either |
quiet |
Logical (optional behavior variable): Whether to suppress
messages and warnings in the console, either |
collapse |
Logical (optional behavior variable): Whether to collapse the
output into a single data frame if applicable, either |
use_dat |
data frame via base R's data.frame or data frame extension via
tibble or data.table (optional behavior variable): Whether to use a data
frame provided by the user, either
See |
add_to_dat |
Logical (optional behavior variable): Whether to add the
output to the data frame passed to See |
progress |
Logical (optional behavior variable): Whether to display a
progress bar during computation, either |
Some may notice the upper limit is set to 180 mmHg here, whereas the PREVENT equations technically permit up to 200 mmHg. The Pooled Cohort Equations (PCEs) do this as well. I have restricted to 180 mmHg, as SBP beyond 180 mmHg constitutes hypertensive urgency (per AHA's own definitions), and irrespective of the debate surrounding labels like hypertensive urgency and emergency, it would seem clinically unreasonable to engage with the PREVENT equations when someone has more pressing matters to address (better blood pressure control per se).
Some may notice the lower limit is set to 4.5% here, whereas the PREVENT equations technically permit down to 3%. I have restricted to 4.5%, as HbA1c of 3% is neither realistic nor safe for a person. For example, using the HbA1c to estimated average glucose (eAG) converter from the American Diabetes Association (https://professional.diabetes.org/glucose_calc), a HbA1c of 3% corresponds to an eAG of 39 mg/dL (2.2 mmol/L).
The eGFR
and bmi
arguments can be entered as numeric values or as calls to
calc_egfr()
and calc_bmi()
, respectively. They both have synonyms as well:
Synonyms for calc_egfr()
are calculate_egfr()
, calc_ckd_epi()
, and
calculate_ckd_epi()
, with the latter two synonyms reflecting the
calculation is from the CKD-EPI equations (the reparameterized version
without race, which is also what the PREVENT equations use).
The synonym for calc_bmi()
is calculate_bmi()
.
These convenience functions add value where a person might have the necessary components to calculate the respective parameter but do not have handy the parameter itself.
The syntax for these convenience functions is as follows:
calc_egfr(cr, units = "mg/dL", age, sex, quiet = FALSE)
cr
is the creatinine in whatever units are specified by units
.
units
is the unit of measurement for cr
, either "mg/dL"
or "umol/L"
,
with "mg"
and "umol"
being accepted abbreviations.
age
is the age of the person, but there is no need to enter this, as
the function will extract this from the age
argument of estimate_risk()
;
in fact, any argument entered here will be ignored in favor of the age
argument of estimate_risk()
.
sex
is the sex of the person, but there is no need to enter this, as
the function will extract this from the sex
argument of estimate_risk()
;
in fact, any argument entered here will be ignored in favor of the sex
argument of estimate_risk()
.
quiet
is a logical indicating whether to suppress the warning about
use outside of estimate_risk()
.
An example call would be calc_egfr(1.2)
(because units
defaults
to "mg/dL"
) or calc_egfr(88, "umol")
.
calc_bmi(weight, height, units = "nonmetric", quiet = FALSE)
weight
is the weight in pounds if units = "nonmetric"
or kilograms
if units = "metric"
.
height
is the height in inches if units = "nonmetric"
or centimeters
if units = "metric"
.
units
is the unit of measurement for weight
and height
, either
"nonmetric"
or "metric"
.
quiet
is a logical indicating whether to suppress the warning about
use outside of estimate_risk()
.
An example call would be calc_bmi(150, 70)
(because units
defaults
to "nonmetric"
) or calc_bmi(68, 178, "metric")
.
Read more from the Robert Graham Center's page on the SDI (https://www.graham-center.org/maps-data-tools/social-deprivation-index.html)
model = NULL
If model = NULL
, the model will be determined by the following algorithm:
If no optional predictor variables (HbA1c, UACR, zip code) are
entered, or only invalid optional variables are entered and
optional_strict = FALSE
: The base model
If one of the optional predictor variables is entered, or two or
more optional predictor variables are entered but only one is valid and
optional_strict = FALSE
: The base model adding that variable (e.g., if
HbA1c is entered and no other optional predictor variables are entered, the
base model adding HbA1c; if HbA1c and UACR are entered, but HbA1c is
invalid and optional_strict = FALSE
, the base model adding UACR)
If two or more of the optional predictor variables are entered, or
all three optional variables are entered but one is invalid and
optional_strict = FALSE
: The full model (the PREVENT equations include
a term for optional predictor variables being missing, so if one of the
optional predictor variables is missing in this scenario, it is treated as
such within the full model)
Some zip codes do not have SDI data available, and the PREVENT equations
include a term for SDI being missing. As such, if a user enters a valid zip
code but no SDI data are available, the user will be notified (unless quiet = TRUE
), and the tool will then implement the missing term as part of
predicting risk whenever the full model is used, but SDI will otherwise be
removed from prediction. Specifically, the following models will predict
risk in the situation where the user enters a valid zip code, but no SDI
data are available:
If the user does not enter a valid HbA1c or UACR: The base model.
If the user enters valid HbA1c and UACR: The full model (treating SDI as missing).
If the user enters a valid HbA1c: The base model adding HbA1c.
If the user enters a valid UACR: The base model adding UACR.
The use of race and/or ethnicity in predictive (also called prognostic) models is, in a word, problematic. It is problematic for a few reasons, and fortunately, this has received much-needed attention in recent years. The PCEs require this input as specified in the "Arguments" section of the documentation. If you would like to read a bit more about this issue, see here.
The PCEs are known to overestimate risk. Indeed, this was a key motivation for Yadlowsky and colleagues to develop the revised PCEs, and was also a key motivation for development of the PREVENT equations.
These are not exported for two main reasons:
With specific regard to the PCEs, they are not the focal point of this package, but they are of potential comparative interest.
With regard to all these functions, I (of course) tested them for
accuracy and intended behavior, but they are implemented primarily for
internal package use or as part of estimating risk with estimate_risk()
or
est_risk()
. For example, although they implement at least basic checks of
input, some of the input checking and handling is delegated to other
processes that are invoked when using these functions in the aforementioned
ways. To give more concrete examples, if invoking these functions outside
the context of estimate_risk()
or est_risk()
, although implementation of
the PCEs checks input validity, it just returns NA
with no messaging if it
finds a problem. The functions for BMI and eGFR also implement checks for
input validity (such as numeric inputs needing to be a number greater than
0), but they do not reject extreme numeric values (aside from the age
input for eGFR, which implements some further restriction on age). Again,
however, the calculations have certainly been tested for accuracy, so for
users who are confident (1) they understand the cautions described here
and (2) in the fidelity of their input for the functions, they can use them
judiciously outside of estimate_risk()
or est_risk()
(via preventr:::<function>
).
estimate_risk()
will always return either (1) a list of length 2, with
each list element having a single data frame or (2) a single data frame.
All references herein to a data frame being returned are for a data frame
as a tibble (see the tibble
package for more detail) unless use_dat
receives a data frame, in which
case the return data frame will be of the same type passed to use_dat
to
ensure type-stability.
Whether the return is a list of data frames or a single data frame is determined by:
whether the risk estimation is occurring over a single time horizon
the value of the collapse
argument
whether the user has passed a data frame to the use_dat
argument.
When all of the following conditions are met, the function will return a list of length 2, with each item in the list being a single data frame containing the 10-year and 30-year estimates, in that order:
the user did not pass a data frame to use_dat
collapse = FALSE
either (1) time = "both"
or (2) time = "30yr"
and the user requests
estimation with the PCEs via the model
argument (thus adding a 10-year
time horizon, as the PCEs only estimate risk at 10 years).
In all other scenarios, the function will return a single data frame. Note
this includes scenarios where collapse
will have no impact, namely when:
the user passes a data frame to use_dat
(passing a data frame to
use_dat
will always result in a data frame being returned to the user)
the estimation occurs over one time horizon, namely if (1) time = "30yr"
and the user does not request estimation with the PCEs or (2)
time = "10yr"
.
The data frame will have the following columns:
total_cvd
: The estimated risk of a total CVD event (column type: double)
ascvd
: The estimated risk of an ASCVD event (column type: double)
heart_failure
: The estimated risk of a HF event (column type: double)
chd
: The estimated risk of a CHD event (column type: double)
stroke
: The estimated risk of a stroke event (column type: double)
model
: The PREVENT or PCE model used (column type: character)
over_years
: The time horizon for the risk estimate (column type: integer)
input_problems
: Semicolon-separated vector of length one delineating
any input problems (column type: character)
In addition, when use_dat
is a data frame, the return data frame will
also have the following composition:
A column named preventr_id
(column type: integer) that acts as a unique
identifier for each row in the data frame passed to use_dat
. This column
will always be the first column in the returned data frame. The values of
preventr_id
are simply the row numbers of the data frame passed to
use_dat
. So, for example, if a row has preventr_id
equal to 5, this
means it is based on the input present in row 5 of the data frame passed to
use_dat
.
If add_to_dat = TRUE
, the returned data frame will include the columns
in use_dat
. So, the composition of the return data frame will be:
preventr_id
column + columns from use_dat
+ risk estimation columns. In
addition, for a given row in the use_dat
data frame with preventr_id
x
(hereafter, "row x"), if n represents the number of models requested
for row x, then row x will be replicated n times in the output to
accommodate reporting the different model outputs for that row. Note also
n is determined by what the function receives for both the model
and
time
arguments (because, for example, if model = "base"
and
time = "both"
, this is a request for 2 models). For those familiar with
joins, the expansion described here is simply the result of a left join of
the data frame passed to use_dat
with the data frame returned by
estimate_risk()
(using preventr_id
as the key). For those not familiar
with joins, if the above does not seem clear, the vignette about using
data frames (vignette("using-data-frame")
) should help.
If add_to_dat = FALSE
, the returned data frame will not include the
columns in use_dat
, so the composition of the return data frame will be:
preventr_id
column + risk estimation columns. The replication behavior
described for when add_to_dat = TRUE
will still occur. For this reason,
the preventr_id
column is perhaps especially important when
add_to_dat = FALSE
, as it provides a mechanism to associate the results
with the original data frame.
If the user passes a data frame with a column named model
(see the
argument specifications for use_dat
for further detail), the function
will rename this column to model_input
in the return data frame to
prevent name conflicts, because the return data frame will also have the
column model
based on the risk estimation output.
The risk estimate columns are all of type double, and they are presented as
a proportion rounded to 3 decimal places. Halves are rounded up to align
with what many people likely expect, but this is in contrast to base R's
default rounding behavior (it is a perfectly reasonable default, but
perhaps somewhat unexpected for people who are not familiar with different
standards/conventions for rounding; see round()
for further detail).
The model
column will be of type character, taking one of the following
values: "base"
, "hba1c"
, "uacr"
, "sdi"
, or "full"
. If opting in
for comparison to the PCEs, model
for those estimates will be one of
"pce_orig"
or "pce_rev"
.
The over_years
column will be of type integer, either 10 or 30.
If optional_strict = TRUE
, the above will only hold if the optional
predictor variables that are entered (if any) are valid; if any optional
predictor variables are entered but are invalid, the function will behave
in the same manner as when invalid input parameters exist for one or more
required variables.
The function will issue a warning about the problematic variables, unless
quiet = FALSE
. A data frame will be returned with the following
characteristics:
All risk estimates will be set to NA_real_
The model
column will state "none"
The over_years
column will be set to NA_integer_
The input_problems
column will contain a character vector of length 1
delineating the problematic variable(s); if multiple problematic variables
exist, they will be separated by semicolons
optional_strict = TRUE
The function will behave similarly to when invalid input parameters exist
for one or more required variables, with the input_problems
column
delineating the problematic variables
optional_strict = FALSE
The function will issue a warning about the problematic variables, unless
quiet = FALSE
. The problematic optional variables will then be
functionally discarded and the PREVENT equations still run, in accordance
with the specifications detailed in the "Details" section regarding model
selection. A data frame will be returned with the following
characteristics:
All estimates will be returned as specified in the valid input parameters
section, as will the model
and over_years
columns
The input_problems
column will contain a character vector of length 1
delineating the problematic variables (because optional predictor variables
are allowed to be empty, any input that is functionally empty or missing
(such as NULL
, numeric(0)
, NA
, etc.) will not be considered
problematic and thus not populate in the input_problems
column)
The function advises 30-year risk prediction for people > 59 years is questionable via two warnings:
in the console (that can be suppressed by setting quiet = TRUE
)
in the column input_problems
of the return tibble (quiet
has no
impact here)
zip
argumentThe above rule for optional predictor variables applies to the zip
argument as well, but with the additional reminder that there are valid zip
codes that do not have an SDI score. This is importantly different from an
invalid input for zip. See the "Details" section for more information about
how this is handled, but users should not expect anything to populate in
the input_problems
column if the zip is valid, regardless of whether that
zip has an SDI score. As will be clear from the "Details" section, users will
be able to determine when a zip code does not have an SDI score based on
the model that was used.
Within the broader context of the function itself, the PCEs are treated as
optional. Thus, as long as there is valid input for the PREVENT equations,
the function will run, returning risk estimates from the PREVENT equations.
Note, however, that valid input for the PREVENT equations requires valid
input for the model
argument. Thus, if the model
argument is invalid or
malformed (i.e., not adherent to the specifications delineated for that
argument), the function will behave as described for the circumstance when
invalid input exists for one or more required predictor variables.
If a list containing elements other_models
and race_eth
is passed to
argument model
, then within the sub-context of running additional models
for comparison, the elements other_models
and race_eth
are required.
Thus, if either other_models
or race_eth
is invalid, the returned
row(s) within the data frame will function comparably to what is described
for the circumstance when invalid input exists for one or more required
predictor variables for the PREVENT equations. For example, suppose someone
enters valid input for the PREVENT equations and passes the following
argument to model
: list(other_models = "pce_both", race_eth = NA)
. The
function would then run, returning risk estimates for the PREVENT
equations, but the user would be notified of the invalid input for argument
race_eth
within the argument model
in the console (unless quiet = TRUE
); furthermore, the return data frame for the 10-year time horizon
would contain two rows dedicated to the PCEs (given other_models = "pce_both"
, a valid argument), but each row would behave in the manner
described for the PREVENT equations when one or more required predictor
variable is invalid. That is, each row dedicated to the PCEs would consist
of NA
s (of the appropriate type) for each column, aside from the column
model
, which would say "none"
, and the column input_problems
, which
would specify there was erroneous input for the argument race_eth
.
Likewise, if other_models
were instead "pce_orig"
, "pce_rev"
, or an
invalid input, there would only be one row dedicated to the PCEs, because
in the first two cases, the user entered a valid argument specifying
interest in only one of the two options for the PCEs, and in the third
case, the user entered invalid input for the options for the PCEs (thus
becoming functionally similar to a situation if someone gave invalid input
for the model
argument).
Lastly, note the risk estimation columns total_cvd
, heart_failure
,
chd
, and stroke
will always be NA_real_
, because the PCEs only
estimate the risk of ASCVD.
Depending on the arguments to the function, the output may be a list of
data frames, one for each time horizon, (see the subsection "Basic
information about the return" within the "Value" section). The argument
collapse
supports collapsing these into a single data frame, but it is
also easy to do outside of this package, e.g.:
res_dplyr <- dplyr::bind_rows(res) # Combine in dplyr res_dt <- data.table::rbindlist(res) # Combine in data.table res_base_r <- do.call(rbind, res) # Combine in base R # These all yield the same tabular output, but the attributes vary # (e.g., the classes will obviously differ) all.equal(res_dplyr, res_dt, check.attributes = FALSE) # TRUE all.equal(res_base_r, res_dplyr, check.attributes = FALSE) # TRUE
use_dat
Importantly, the function maintains type-stability of the data frame it
receives via the use_dat
argument, meaning passing a data.frame will
yield a data.frame, passing a tibble will yield a tibble, and passing a
data.table will yield a data.table. See vignette("using-data-frame")
for
more information.
# Example with all required predictor variables (example from Table S25 # in the supplemental PDF appendix of the PREVENT equations article) # # Optional predictor variables are all omitted (and thus take their default). # `model` is also omitted (and thus takes its default, with the function # selecting # the model based on the algorithm specified in the "Details" # section). # `time` is also omitted (and thus takes its default, with the function # returning estimates for both 10- and 30-year risk as specified in the # "Value" section). # # Expect the base model to run given absence of optional predictor variables res <- estimate_risk( age = 50, sex = "female", # or "f" sbp = 160, bp_tx = TRUE, # or 1 total_c = 200, # default unit is "mg/dL" hdl_c = 45, # default unit is "mg/dL" statin = FALSE, # or 0 dm = TRUE, # or 1 smoking = FALSE, # or 0 egfr = 90, bmi = 35 ) # Based on Table S25, expect the 10-year risk for `total_cvd` to be 0.147, # and based on the supplemental Excel file, also expect: # 10-year risks: `ascvd`, 0.092; `heart_failure`, 0.081; # `chd`, 0.044; `stroke`, 0.054 # 30-year risks: `total_cvd`, 0.53; `ascvd`, 0.354; `heart_failure`, 0.39; # `chd`, 0.198; `stroke`, 0.221 res # Example with HbA1c # (also changing required predictor variables & limiting to 10-year results) estimate_risk( age = 66, sex = "male", # or "m" sbp = 148, bp_tx = FALSE, total_c = 188, hdl_c = 52, statin = TRUE, dm = TRUE, smoking = TRUE, egfr = 67, bmi = 30, hba1c = 7.5, time = "10yr" # only 10-year results will show ) # Example with UACR (limited to 30-year results) estimate_risk( age = 66, sex = "female", sbp = 148, bp_tx = FALSE, total_c = 188, hdl_c = 52, statin = TRUE, dm = TRUE, smoking = TRUE, egfr = 67, bmi = 30, uacr = 750, time = "30yr" # only 30-year results will show ) # The remaining examples will all be limited to 10-year results unless # otherwise specified # Example with SDI with valid zip code with SDI data available estimate_risk( age = 66, sex = "female", sbp = 148, bp_tx = FALSE, total_c = 188, hdl_c = 52, statin = TRUE, dm = TRUE, smoking = TRUE, egfr = 67, bmi = 30, zip = "59043", # Lame Deer, MT (selected randomly) time = 10 # Note numeric 10 (not "10yr"), # just to show the option of entering this way ) # Example with SDI with valid zip code without SDI data available # (base model will be used) estimate_risk( age = 66, sex = "male", sbp = 148, bp_tx = FALSE, total_c = 188, hdl_c = 52, statin = TRUE, dm = TRUE, smoking = TRUE, egfr = 67, bmi = 30, zip = "00738", # Fajardo, PR time = 10 ) # Example with full model (even though zip does not have available SDI, full # model used given availability of HbA1c and UACR; because zip is valid, # column `input_problems` will be NA) estimate_risk( age = 66, sex = "female", sbp = 148, bp_tx = FALSE, total_c = 188, hdl_c = 52, statin = TRUE, dm = TRUE, smoking = TRUE, egfr = 67, bmi = 30, hba1c = 9, uacr = 75, zip = "00738", time = "10yr" ) # Example with full model (zip has SDI data available, UACR is valid, but # HbA1c is not; column `input_problems` will specify problem with `hba1c`, # but full model will still run given availability of the other two optional # predictor variables) estimate_risk( age = 66, sex = "male", sbp = 148, bp_tx = FALSE, total_c = 188, hdl_c = 52, statin = TRUE, dm = TRUE, smoking = TRUE, egfr = 67, bmi = 30, hba1c = 20, uacr = 75, zip = "59043", time = "10yr" ) # Example of using the convenience functions `calc_bmi()` and `calc_egfr()` res_convenience_fxs <- estimate_risk( age = 50, sex = "female", sbp = 130, bp_tx = TRUE, total_c = 200, hdl_c = 45, statin = FALSE, dm = TRUE, smoking = FALSE, egfr = calc_egfr(1), # units unspecified, so treated as 1 mg/dL; eGFR = 69 bmi = calc_bmi(70, 150, "metric"), # weight in kg, height in cm; BMI = 31.1 time = "10yr", quiet = TRUE ) res_direct_entry <- estimate_risk( age = 50, sex = "female", sbp = 130, bp_tx = TRUE, total_c = 200, hdl_c = 45, statin = FALSE, dm = TRUE, smoking = FALSE, egfr = 69, bmi = 31.1, time = "10yr", quiet = TRUE ) identical(res_convenience_fxs, res_direct_entry) # Example of using `model` argument to compare results from PREVENT equations # to both versions of the PCEs estimate_risk( age = 50, sex = "female", sbp = 130, bp_tx = TRUE, total_c = 200, hdl_c = 45, statin = FALSE, dm = TRUE, smoking = FALSE, egfr = 90, bmi = 35, hba1c = 8, uacr = 30, time = "10yr", model = list(other_models = "pce_both", race_eth = "Black") # Note omission of element `main_model` within the list is okay, and the # element will then be treated as NULL (and thus model selection here # will be "full" given availability of valid HbA1c and UACR) ) # Essentially a repeat of example immediately above, but now will specify # `main_model` as "hba1c" and limit `other_models` to the revised PCEs estimate_risk( age = 50, sex = "female", sbp = 130, bp_tx = TRUE, total_c = 200, hdl_c = 45, statin = FALSE, dm = TRUE, smoking = FALSE, egfr = 90, bmi = 35, hba1c = 8, uacr = 30, time = "10yr", model = list(main_model = "hba1c", other_models = "pce_rev", race_eth = "Black") ) # Because the PCEs only give 10-year estimates, if a user specifies an # interest in a 30-year time horizon but also expresses interest in # comparison with the the PCEs, a 10-year time horizon must be added for the # PCEs, but this will not automatically result in estimation of 10-year risk # for the PREVENT equations. estimate_risk( age = 50, sex = "female", sbp = 130, bp_tx = TRUE, total_c = 200, hdl_c = 45, statin = FALSE, dm = TRUE, smoking = FALSE, egfr = 90, bmi = 35, time = "30yr", model = list(other_models = "pce_both", race_eth = "Black") ) # Repeat of above, but setting `collapse = TRUE` res_collapsed <- estimate_risk( age = 50, sex = "female", sbp = 130, bp_tx = TRUE, total_c = 200, hdl_c = 45, statin = FALSE, dm = TRUE, smoking = FALSE, egfr = 90, bmi = 35, time = "30yr", model = list(other_models = "pce_both", race_eth = "Black"), collapse = TRUE ) res_collapsed # Can also accomplish this after the fact, as documented in "Combining output # into a single data frame" within the "Value" section res_uncollapsed <- estimate_risk( age = 50, sex = "female", sbp = 130, bp_tx = TRUE, total_c = 200, hdl_c = 45, statin = FALSE, dm = TRUE, smoking = FALSE, egfr = 90, bmi = 35, time = "30yr", model = list(other_models = "pce_both", race_eth = "Black") ) all.equal( do.call(rbind, res_uncollapsed), res_collapsed, check.attributes = FALSE ) # Can also accomplish with `dplyr` and `data.table`, as detailed in the # "Combining output into a single data frame" subsection of the "Value" # section # Passing a data frame to argument `use_dat` if(interactive()) { vignette("using-data-frame") } # Expect table of NAs due to invalid input for `age` and `sbp`, and column # `input_problems` to contain explanations about problems with `age` and `sbp` res <- estimate_risk( age = 8675309, sex = "female", sbp = 112358, bp_tx = TRUE, total_c = 200, hdl_c = 45, statin = FALSE, dm = TRUE, smoking = FALSE, egfr = 90, bmi = 35, time = "10yr" ) res # Quiet version of the above example res <- estimate_risk( age = 8675309, sex = "female", sbp = 112358, bp_tx = TRUE, total_c = 200, hdl_c = 45, statin = FALSE, dm = TRUE, smoking = FALSE, egfr = 90, bmi = 35, time = "10yr", quiet = TRUE # Suppresses messages, but not column `input_problems` ) res # If only invalid input is for PCEs, PREVENT equations will still run for(time in c("10yr", "30yr", "both")) { cat(paste0("\n", "----- `time = \"", time, "\"` -----", "\n")) print( estimate_risk( age = 38, # This age is okay for the PREVENT sex = "female", # equations, but not for the PCEs sbp = 144, bp_tx = TRUE, total_c = 200, hdl_c = 45, statin = FALSE, dm = TRUE, smoking = FALSE, egfr = 90, bmi = 35, time = time, model = list( other_models = "pce_both", race_eth = NA # Invalid `race_eth` for PCEs ), quiet = TRUE ) ) } # Note `input_problems` column is semicolon-separated, but it is easy to # print as separate lines with `gsub()` and `cat()`, e.g.: cat(gsub("; ", "\n", res$input_problems)) res$input_problems |> gsub(pattern = "; ", replacement = "\n", x = _) |> cat() # ... and could, of course, also use the `magrittr` pipe `%>%` if desired
# Example with all required predictor variables (example from Table S25 # in the supplemental PDF appendix of the PREVENT equations article) # # Optional predictor variables are all omitted (and thus take their default). # `model` is also omitted (and thus takes its default, with the function # selecting # the model based on the algorithm specified in the "Details" # section). # `time` is also omitted (and thus takes its default, with the function # returning estimates for both 10- and 30-year risk as specified in the # "Value" section). # # Expect the base model to run given absence of optional predictor variables res <- estimate_risk( age = 50, sex = "female", # or "f" sbp = 160, bp_tx = TRUE, # or 1 total_c = 200, # default unit is "mg/dL" hdl_c = 45, # default unit is "mg/dL" statin = FALSE, # or 0 dm = TRUE, # or 1 smoking = FALSE, # or 0 egfr = 90, bmi = 35 ) # Based on Table S25, expect the 10-year risk for `total_cvd` to be 0.147, # and based on the supplemental Excel file, also expect: # 10-year risks: `ascvd`, 0.092; `heart_failure`, 0.081; # `chd`, 0.044; `stroke`, 0.054 # 30-year risks: `total_cvd`, 0.53; `ascvd`, 0.354; `heart_failure`, 0.39; # `chd`, 0.198; `stroke`, 0.221 res # Example with HbA1c # (also changing required predictor variables & limiting to 10-year results) estimate_risk( age = 66, sex = "male", # or "m" sbp = 148, bp_tx = FALSE, total_c = 188, hdl_c = 52, statin = TRUE, dm = TRUE, smoking = TRUE, egfr = 67, bmi = 30, hba1c = 7.5, time = "10yr" # only 10-year results will show ) # Example with UACR (limited to 30-year results) estimate_risk( age = 66, sex = "female", sbp = 148, bp_tx = FALSE, total_c = 188, hdl_c = 52, statin = TRUE, dm = TRUE, smoking = TRUE, egfr = 67, bmi = 30, uacr = 750, time = "30yr" # only 30-year results will show ) # The remaining examples will all be limited to 10-year results unless # otherwise specified # Example with SDI with valid zip code with SDI data available estimate_risk( age = 66, sex = "female", sbp = 148, bp_tx = FALSE, total_c = 188, hdl_c = 52, statin = TRUE, dm = TRUE, smoking = TRUE, egfr = 67, bmi = 30, zip = "59043", # Lame Deer, MT (selected randomly) time = 10 # Note numeric 10 (not "10yr"), # just to show the option of entering this way ) # Example with SDI with valid zip code without SDI data available # (base model will be used) estimate_risk( age = 66, sex = "male", sbp = 148, bp_tx = FALSE, total_c = 188, hdl_c = 52, statin = TRUE, dm = TRUE, smoking = TRUE, egfr = 67, bmi = 30, zip = "00738", # Fajardo, PR time = 10 ) # Example with full model (even though zip does not have available SDI, full # model used given availability of HbA1c and UACR; because zip is valid, # column `input_problems` will be NA) estimate_risk( age = 66, sex = "female", sbp = 148, bp_tx = FALSE, total_c = 188, hdl_c = 52, statin = TRUE, dm = TRUE, smoking = TRUE, egfr = 67, bmi = 30, hba1c = 9, uacr = 75, zip = "00738", time = "10yr" ) # Example with full model (zip has SDI data available, UACR is valid, but # HbA1c is not; column `input_problems` will specify problem with `hba1c`, # but full model will still run given availability of the other two optional # predictor variables) estimate_risk( age = 66, sex = "male", sbp = 148, bp_tx = FALSE, total_c = 188, hdl_c = 52, statin = TRUE, dm = TRUE, smoking = TRUE, egfr = 67, bmi = 30, hba1c = 20, uacr = 75, zip = "59043", time = "10yr" ) # Example of using the convenience functions `calc_bmi()` and `calc_egfr()` res_convenience_fxs <- estimate_risk( age = 50, sex = "female", sbp = 130, bp_tx = TRUE, total_c = 200, hdl_c = 45, statin = FALSE, dm = TRUE, smoking = FALSE, egfr = calc_egfr(1), # units unspecified, so treated as 1 mg/dL; eGFR = 69 bmi = calc_bmi(70, 150, "metric"), # weight in kg, height in cm; BMI = 31.1 time = "10yr", quiet = TRUE ) res_direct_entry <- estimate_risk( age = 50, sex = "female", sbp = 130, bp_tx = TRUE, total_c = 200, hdl_c = 45, statin = FALSE, dm = TRUE, smoking = FALSE, egfr = 69, bmi = 31.1, time = "10yr", quiet = TRUE ) identical(res_convenience_fxs, res_direct_entry) # Example of using `model` argument to compare results from PREVENT equations # to both versions of the PCEs estimate_risk( age = 50, sex = "female", sbp = 130, bp_tx = TRUE, total_c = 200, hdl_c = 45, statin = FALSE, dm = TRUE, smoking = FALSE, egfr = 90, bmi = 35, hba1c = 8, uacr = 30, time = "10yr", model = list(other_models = "pce_both", race_eth = "Black") # Note omission of element `main_model` within the list is okay, and the # element will then be treated as NULL (and thus model selection here # will be "full" given availability of valid HbA1c and UACR) ) # Essentially a repeat of example immediately above, but now will specify # `main_model` as "hba1c" and limit `other_models` to the revised PCEs estimate_risk( age = 50, sex = "female", sbp = 130, bp_tx = TRUE, total_c = 200, hdl_c = 45, statin = FALSE, dm = TRUE, smoking = FALSE, egfr = 90, bmi = 35, hba1c = 8, uacr = 30, time = "10yr", model = list(main_model = "hba1c", other_models = "pce_rev", race_eth = "Black") ) # Because the PCEs only give 10-year estimates, if a user specifies an # interest in a 30-year time horizon but also expresses interest in # comparison with the the PCEs, a 10-year time horizon must be added for the # PCEs, but this will not automatically result in estimation of 10-year risk # for the PREVENT equations. estimate_risk( age = 50, sex = "female", sbp = 130, bp_tx = TRUE, total_c = 200, hdl_c = 45, statin = FALSE, dm = TRUE, smoking = FALSE, egfr = 90, bmi = 35, time = "30yr", model = list(other_models = "pce_both", race_eth = "Black") ) # Repeat of above, but setting `collapse = TRUE` res_collapsed <- estimate_risk( age = 50, sex = "female", sbp = 130, bp_tx = TRUE, total_c = 200, hdl_c = 45, statin = FALSE, dm = TRUE, smoking = FALSE, egfr = 90, bmi = 35, time = "30yr", model = list(other_models = "pce_both", race_eth = "Black"), collapse = TRUE ) res_collapsed # Can also accomplish this after the fact, as documented in "Combining output # into a single data frame" within the "Value" section res_uncollapsed <- estimate_risk( age = 50, sex = "female", sbp = 130, bp_tx = TRUE, total_c = 200, hdl_c = 45, statin = FALSE, dm = TRUE, smoking = FALSE, egfr = 90, bmi = 35, time = "30yr", model = list(other_models = "pce_both", race_eth = "Black") ) all.equal( do.call(rbind, res_uncollapsed), res_collapsed, check.attributes = FALSE ) # Can also accomplish with `dplyr` and `data.table`, as detailed in the # "Combining output into a single data frame" subsection of the "Value" # section # Passing a data frame to argument `use_dat` if(interactive()) { vignette("using-data-frame") } # Expect table of NAs due to invalid input for `age` and `sbp`, and column # `input_problems` to contain explanations about problems with `age` and `sbp` res <- estimate_risk( age = 8675309, sex = "female", sbp = 112358, bp_tx = TRUE, total_c = 200, hdl_c = 45, statin = FALSE, dm = TRUE, smoking = FALSE, egfr = 90, bmi = 35, time = "10yr" ) res # Quiet version of the above example res <- estimate_risk( age = 8675309, sex = "female", sbp = 112358, bp_tx = TRUE, total_c = 200, hdl_c = 45, statin = FALSE, dm = TRUE, smoking = FALSE, egfr = 90, bmi = 35, time = "10yr", quiet = TRUE # Suppresses messages, but not column `input_problems` ) res # If only invalid input is for PCEs, PREVENT equations will still run for(time in c("10yr", "30yr", "both")) { cat(paste0("\n", "----- `time = \"", time, "\"` -----", "\n")) print( estimate_risk( age = 38, # This age is okay for the PREVENT sex = "female", # equations, but not for the PCEs sbp = 144, bp_tx = TRUE, total_c = 200, hdl_c = 45, statin = FALSE, dm = TRUE, smoking = FALSE, egfr = 90, bmi = 35, time = time, model = list( other_models = "pce_both", race_eth = NA # Invalid `race_eth` for PCEs ), quiet = TRUE ) ) } # Note `input_problems` column is semicolon-separated, but it is easy to # print as separate lines with `gsub()` and `cat()`, e.g.: cat(gsub("; ", "\n", res$input_problems)) res$input_problems |> gsub(pattern = "; ", replacement = "\n", x = _) |> cat() # ... and could, of course, also use the `magrittr` pipe `%>%` if desired