fillmissing - Fill missing entries - MATLAB (original) (raw)

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Syntax

Description

[F](#bva1z1c-F) = fillmissing([A](#bva1z1c-A),'constant',[v](#bva1z1c-v)) fills missing entries of an array or table with the constant value v. IfA is a matrix or multidimensional array, then v can be either a scalar or a vector. If v is a vector, then each element specifies the fill value in the corresponding column of A. IfA is a table or timetable, then v can also be a cell array whose elements contain fill values for each table variable.

Missing values are defined according to the data type ofA:

• NaN — double, single,duration, and calendarDuration
• NaT — datetime
• <missing> — string
• <undefined> — categorical
• {''} — cell of character vectors

If A is a table, then the data type of each variable defines the missing value for that variable.

You can use fillmissing functionality interactively by adding theClean Missing Data task to a live script.

example

[F](#bva1z1c-F) = fillmissing([A](#bva1z1c-A),[method](#bva1z1c-method)) fills missing entries using the method specified by method. For example,fillmissing(A,'previous') fills missing entries with the previous nonmissing entry of A.

example

[F](#bva1z1c-F) = fillmissing([A](#bva1z1c-A),[movmethod](#bva1z1c-movmethod),[window](#bva1z1c-window)) fills missing entries using a moving window mean or median with window lengthwindow. For example, fillmissing(A,'movmean',5) fills data with a moving mean using a window length of 5.

example

[F](#bva1z1c-F) = fillmissing([A](#bva1z1c-A),`'knn'`) fills missing entries with the corresponding values from the nearest neighbor rows, calculated based on the pairwise Euclidean distance between rows.

example

[F](#bva1z1c-F) = fillmissing([A](#bva1z1c-A),`'knn'`,[k](#mw%5F0f520bcb-47a7-4805-bd0a-20b9121babc5)) fills missing entries with the mean of the corresponding values from thek nearest neighbor rows, calculated based on the pairwise Euclidean distance between rows. For example, fillmissing(A,'knn',5) fills missing entries of A with the mean of the corresponding values from the five nearest neighbor rows.

[F](#bva1z1c-F) = fillmissing([A](#bva1z1c-A),[fillfun](#mw%5F3520dc66-7e85-4e92-a9d5-9647d0d92020),[gapwindow](#mw%5F1aba8ec4-a14d-4223-9c56-bc789be67dc8)) fills gaps of missing entries using a custom method specified by a function handlefillfun and a fixed window surrounding each gap from which the fill values are computed. fillfun must have the input argumentsxs, ts, and tq, which are vectors containing the sample data xs of length gapwindow, the sample data locations ts of length gapwindow, and the missing data locations tq. The locations in ts andtq are a subset of the sample points vector.

example

[F](#bva1z1c-F) = fillmissing(___,[dim](#bva1z1c-dim)) specifies the dimension of A to operate along in addition to any of the input argument combinations in previous syntaxes. By default, fillmissing operates along the first dimension whose size does not equal 1. For example, ifA is a matrix, then fillmissing(A,2) operates across the columns of A, filling missing data row by row.

example

[F](#bva1z1c-F) = fillmissing(___,[Name,Value](#namevaluepairarguments)) specifies additional parameters for filling missing values using one or more name-value arguments. For example, if t is a vector of time values, thenfillmissing(A,'linear','SamplePoints',t) interpolates the data inA relative to the times in t.

example

[[F](#bva1z1c-F),[TF](#bva1z1c-TF)] = fillmissing(___) also returns a logical array TF that indicates the position of the filled entries in F that were previously missing.

example

Examples

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Vector with NaN Values

Create a vector that contains NaN values, and replace each NaN with the previous nonmissing value.

A = [1 3 NaN 4 NaN NaN 5]; F = fillmissing(A,'previous')

Matrix with NaN Values

Create a 2-by-2 matrix with a NaN value in each column. Fill NaN with 100 in the first column and 1000 in the second column.

F = fillmissing(A,'constant',[100 1000])

Interpolate Missing Data

Use interpolation to replace NaN values in nonuniformly sampled data.

Define a vector of nonuniform sample points and evaluate the sine function over the points.

x = [-4pi:0.1:0, 0.1:0.2:4pi]; A = sin(x);

Inject NaN values into A.

A(A < 0.75 & A > 0.5) = NaN;

Fill the missing data using linear interpolation, and return the filled vector F and the logical vector TF. The value 1 (true) in entries of TF corresponds to the values of F that were filled.

[F,TF] = fillmissing(A,'linear','SamplePoints',x);

Plot the original data and filled data.

scatter(x,A) hold on scatter(x(TF),F(TF)) legend('Original Data','Filled Data')

Use Moving Median Method

Use a moving median to fill missing numeric data.

Create a vector of sample points x and a vector of data A that contains missing values.

x = linspace(0,10,200); A = sin(x) + 0.5*(rand(size(x))-0.5); A([1:10 randi([1 length(x)],1,50)]) = NaN;

Replace NaN values in A using a moving median with a window of length 10, and plot the original data and the filled data.

F = fillmissing(A,'movmedian',10);
plot(x,F,'.-') hold on plot(x,A,'.-') legend('Original Data','Filled Data')

Use Custom Fill Method

Define a custom function to fill NaN values with the previous nonmissing value.

Define a vector of sample points t and a vector of corresponding data A containing NaN values. Plot the data.

t = 10:10:100; A = [0.1 0.2 0.3 NaN NaN 0.6 0.7 NaN 0.9 1]; scatter(t,A)

Use the local function forwardfill (defined at the end of the example) to fill missing gaps with the previous nonmissing value. The function handle inputs include:

• xs — data values used for filling
• ts — locations of the values used for filling relative to the sample points
• tq — locations of the missing values relative to the sample points
• n — number of values in the gap to fill

n = 2; gapwindow = [10 0];

[F,TF] = fillmissing(A,@(xs,ts,tq) forwardfill(xs,ts,tq,n),gapwindow,'SamplePoints',t);

The gap window value [10 0] tells fillmissing to consider one data point before a missing gap and no data points after a gap, since the previous nonmissing value is located 10 units prior to the gap. The function handle input values determined by fillmissing for the first gap are:

• xs = 0.3
• ts = 30
• tq = [40 50]

The function handle input values for the second gap are:

• xs = 0.7
• ts = 70
• tq = 80

Plot the original data and the filled data.

scatter(t,A) hold on scatter(t(TF),F(TF))

function y = forwardfill(xs,ts,tq,n) % Fill n values in the missing gap using the previous nonmissing value y = NaN(1,numel(tq)); y(1:min(numel(tq),n)) = xs; end

Matrix with Missing Endpoints

Create a matrix with missing entries and fill across the columns (second dimension) one row at a time using linear interpolation. For each row, fill leading and trailing missing values with the nearest nonmissing value in that row.

A = [NaN NaN 5 3 NaN 5 7 NaN 9 NaN; 8 9 NaN 1 4 5 NaN 5 NaN 5; NaN 4 9 8 7 2 4 1 1 NaN]

A = 3×10

NaN NaN 5 3 NaN 5 7 NaN 9 NaN 8 9 NaN 1 4 5 NaN 5 NaN 5 NaN 4 9 8 7 2 4 1 1 NaN

F = fillmissing(A,'linear',2,'EndValues','nearest')

F = 3×10

 5     5     5     3     4     5     7     8     9     9
 8     9     5     1     4     5     5     5     5     5
 4     4     9     8     7     2     4     1     1     1

Table with Multiple Data Types

Fill missing values for table variables with different data types.

Create a table whose variables include categorical, double, and char data types.

A = table(categorical({'Sunny'; 'Cloudy'; ''}),[66; NaN; 54],{''; 'N'; 'Y'},[37; 39; NaN],... 'VariableNames',{'Description' 'Temperature' 'Rain' 'Humidity'})

A=3×4 table Description Temperature Rain Humidity ___________ ___________ __________ ________

Sunny               66        {0x0 char}       37   
Cloudy             NaN        {'N'     }       39   
<undefined>         54        {'Y'     }      NaN   

Replace all missing entries with the value from the previous entry. Since there is no previous element in the Rain variable, the missing character vector is not replaced.

F = fillmissing(A,'previous')

F=3×4 table Description Temperature Rain Humidity ___________ ___________ __________ ________

  Sunny            66         {0x0 char}       37   
  Cloudy           66         {'N'     }       39   
  Cloudy           54         {'Y'     }       39   

Replace the NaN values from the Temperature and Humidity variables in A with 0.

F = fillmissing(A,'constant',0,'DataVariables',{'Temperature','Humidity'})

F=3×4 table Description Temperature Rain Humidity ___________ ___________ __________ ________

Sunny              66         {0x0 char}       37   
Cloudy              0         {'N'     }       39   
<undefined>        54         {'Y'     }        0   

Alternatively, use the isnumeric function to identify the numeric variables to operate on.

F = fillmissing(A,'constant',0,'DataVariables',@isnumeric)

F=3×4 table Description Temperature Rain Humidity ___________ ___________ __________ ________

Sunny              66         {0x0 char}       37   
Cloudy              0         {'N'     }       39   
<undefined>        54         {'Y'     }        0   

Now fill the missing values in A with a specified constant for each table variable, which are contained in a cell array.

F = fillmissing(A,'constant',{categorical({'None'}),1000,'Unknown',1000})

F=3×4 table Description Temperature Rain Humidity ___________ ___________ ___________ ________

  Sunny             66        {'Unknown'}        37  
  Cloudy          1000        {'N'      }        39  
  None              54        {'Y'      }      1000  

Specify Maximum Gap

Create a time vector t in seconds and a corresponding vector of data A that contains NaN values.

t = seconds([2 4 8 17 98 134 256 311 1001]); A = [1 3 23 NaN NaN NaN 100 NaN 233];

Fill only missing values in A that correspond to a maximum gap size of 250 seconds. Because the second gap is larger than 250 seconds, the NaN value is not filled.

F = fillmissing(A,'linear','SamplePoints',t,'MaxGap',seconds(250))

F = 1×9

1.0000    3.0000   23.0000   25.7944   50.9435   62.1210  100.0000       NaN  233.0000

Use Custom Distance Functions

Use custom distance functions to fill missing entries using values from nearest neighbor rows.

Create a matrix that contains a NaN value, and then create a logical vector that indicates the locations of missing entries in the third row.

A = [1 3 9 3; -5 1 7 2; -1 1 7 NaN; 12 1 9 1]; m = isnan(A(3,:));

Define two custom functions to measure distances between rows.

The function d1 measures distances between rows by summing up the distances between each coordinate pair; the function dinf measures distances between rows by finding the maximum distance among the coordinate pairs.

d1 = @(x,) sum(abs(diff(x)),'omitnan'); dinf = @(x,isNaN) norm(diff(x(:,isNaN(1,:))),'inf');

Compute the d1-measured distance between the third row and each of the other three rows. The second row is the closest.

d1s = arrayfun(@(r) d1(A([r 3],:),m), setdiff(1:4,3))

The fillmissing function replaces the NaN in the third row with the corresponding 2 from the second row.

F1 = fillmissing(A,'knn','Distance',d1)

F1 = 4×4

 1     3     9     3
-5     1     7     2
-1     1     7     2
12     1     9     1

A similar analysis with dinf-measured distances finds the first row to be closest to the third. Now the fillmissing function replaces the NaN in the third row with the corresponding 3 from the first row.

dinfs = arrayfun(@(r) dinf(A([r 3],:),m), setdiff(1:4,3))

Finf = fillmissing(A,'knn','Distance',dinf)

Finf = 4×4

 1     3     9     3
-5     1     7     2
-1     1     7     3
12     1     9     1

Fill Nonstandard Missing Value

Since R2024a

Create a table and fill missing entries defined as -99. Create a table of logical variables loc that indicates the locations of missing entries to fill. Then, specify the known missing entry locations for fillmissing using the MissingLocations name-value argument.

A = [1; 4; 9; -99; 3]; B = [9; 0; 6; 2; 1]; C = [-99; 4; 2; 3; 8]; T = table(A,B,C)

T=5×3 table A B C ___ _ ___

  1    9    -99
  4    0      4
  9    6      2
-99    2      3
  3    1      8

loc=5×3 table A B C
_____ _____ _____

false    false    true 
false    false    false
false    false    false
true     false    false
false    false    false

T = fillmissing(T,"next",MissingLocations=loc)

T=5×3 table A B C _ _ _

1    9    4
4    0    4
9    6    2
3    2    3
3    1    8

Input Arguments

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A — Input data

vector | matrix | multidimensional array | cell array of character vectors | table | timetable

Input data, specified as a vector, matrix, multidimensional array, cell array of character vectors, table, or timetable.

• If A is a timetable, then only table values are filled. If the associated vector of row times contains a NaT orNaN value, then fillmissing produces an error. Row times must be unique and listed in ascending order.
• If A is a cell array or a table with cell array variables, then fillmissing only fills missing elements when the cell array contains character vectors.

v — Fill constant

scalar | vector | cell array

Fill constant, specified as a scalar, vector, or cell array.

• If A is a matrix or multidimensional array, thenv can be a vector indicating a different fill value for each operating dimension. The length of v must match the length of the operating dimension.
• If A is a table or timetable, then v can be a cell array of fill values indicating a different fill value for each variable. The number of elements in the cell array must match the number of variables in the table.

method — Fill method

'previous' | 'next' | 'nearest' | 'linear' | 'spline' | 'pchip' | 'makima'

Fill method, specified as one of these values:

movmethod — Moving method

'movmean' | 'movmedian'

Moving method to fill missing data, specified as one of these values:

window — Window length

positive integer scalar | two-element vector of positive integers | positive duration scalar | two-element vector of positive durations

Window length for moving methods, specified as a positive integer scalar, a two-element vector of positive integers, a positive duration scalar, or a two-element vector of positive durations. The window is defined relative to the sample points.

If window is a positive integer scalar, then the window is centered about the current element and contains window-1 neighboring elements. If window is even, then the window is centered about the current and previous elements.

If window is a two-element vector of positive integers[b f], then the window contains the current element,b elements backward, and f elements forward.

If A is a timetable or SamplePoints is specified as a datetime or duration vector, then the window must be of type duration.

k — Number of nearest neighbors

1 (default) | positive integer scalar

Number of nearest neighbors to average with the 'knn' method, specified as a positive integer scalar.

fillfun — Custom fill method

function handle

Example: @(xs,ts,tq) myfun(xs,ts,tq)

Custom fill method, specified as a function handle. Valid function handles must include the following three input arguments:

The function must return either a scalar or a vector with the same length as tq.

gapwindow — Gap window length

positive integer scalar | two-element vector of positive integers | positive duration scalar | two-element vector of positive durations

Gap window length for custom fill functions, specified as a positive integer scalar, a two-element vector of positive integers, a positive duration scalar, or a two-element vector of positive durations. The gap window is defined relative to the sample points.

When specifying a function handle fillfun for the fill method, the value of gapwindow represents a fixed window length that surrounds each gap of missing values in the input data. The fill value is then computed by fillfun using the values in that window. For example, for default sample points t = 1:10 and data A = [10 20 NaN NaN 50 60 70 NaN 90 100], a window length gapwindow = 3 specifies the first gap window as [20 NaN NaN 50] that fillfun operates on to compute the fill value. The second gap window thatfillfun operates on is [70 NaN 90].

When A is a timetable or SamplePoints is specified as a datetime or duration vector,gapwindow must be of type duration.

dim — Operating dimension

positive integer scalar

Operating dimension, specified as a positive integer scalar. If no value is specified, then the default is the first array dimension whose size does not equal 1.

Consider an m-by-n input matrix,A:

• fillmissing(A,method,1) fills missing values according to the data in each column of A and returns anm-by-n matrix.
  
• fillmissing(A,method,2) fills missing values according to the data in each row of A and returns anm-by-n matrix.
  

For table or timetable input data, dim is not supported and operation is along each table or timetable variable separately.

Name-Value Arguments

Specify optional pairs of arguments asName1=Value1,...,NameN=ValueN, where Name is the argument name and Value is the corresponding value. Name-value arguments must appear after other arguments, but the order of the pairs does not matter.

Example: fillmissing(T,method,SamplePoints="Var1")

Before R2021a, use commas to separate each name and value, and enclose Name in quotes.

Example: fillmissing(T,method,"SamplePoints","Var1")

Data Options

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SamplePoints — Sample points

vector | table variable name | scalar | function handle | table vartype subscript

Sample points, specified as a vector of sample point values or one of the options in the following table when the input data is a table. The sample points represent the_x_-axis locations of the data, and must be sorted and contain unique elements. Sample points do not need to be uniformly sampled. The vector[1 2 3 ...] is the default.

When the input data is a table, you can specify the sample points as a table variable using one of these options:

Note

This name-value argument is not supported when the input data is atimetable. Timetables use the vector of row times as the sample points. To use different sample points, you must edit the timetable so that the row times contain the desired sample points.

Moving windows are defined relative to the sample points. For example, ift is a vector of times corresponding to the input data, thenfillmissing(rand(1,10),'movmean',3,'SamplePoints',t) has a window that represents the time interval between t(i)-1.5 andt(i)+1.5.

When the sample points vector has data type datetime orduration, the moving window length must have typeduration.

Example: fillmissing([1 NaN 3 4],'linear','SamplePoints',[1 2.5 3 4])

Example: fillmissing(T,'linear','SamplePoints',"Var1")

Data Types: single | double | datetime | duration

DataVariables — Table variables to operate on

table variable name | scalar | vector | cell array | pattern | function handle | table vartype subscript

Table variables to operate on, specified as one of the options in this table. TheDataVariables value indicates which variables of the input table to fill.

Other variables in the table not specified by DataVariables pass through to the output without being filled.

Example: fillmissing(T,'linear','DataVariables',["Var1" "Var2" "Var4"])

ReplaceValues — Replace values indicator

true or 1 (default) | false or 0

Replace values indicator, specified as one of these values whenA is a table or timetable:

• true or 1 — Replace input table variables containing missing entries with filled table variables.
• false or 0 — Append the input table with all table variables that were checked for missing entries. The missing entries in the appended variables are filled.

For vector, matrix, or multidimensional array input data,ReplaceValues is not supported.

Example: fillmissing(T,'previous','ReplaceValues',false)

Missing Value Options

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EndValues — Method for handling endpoints

'extrap' (default) | 'previous' | 'next' | 'nearest' | 'none' | scalar

Method for handling endpoints, specified as 'extrap','previous', 'next','nearest', 'none', or a constant scalar value. The endpoint fill method handles leading and trailing missing values based on these definitions:

MissingLocations — Known missing entry indicator

vector | matrix | multidimensional array | table | timetable

Known missing entry indicator, specified as a logical vector, matrix, or multidimensional array, or a table or timetable with logical variables (since R2024a).

If MissingLocations is an array, it must be the same size asA. If MissingLocations is a table or timetable, it must contain logical variables with the same sizes and names as the input table variables to operate on.

Elements with a value of 1 (true) indicate the locations of missing entries in A. Elements with a value of0 (false) indicate nonmissing entries.

Data Types: logical | table | timetable

MaxGap — Maximum gap size to fill

numeric scalar | duration scalar | calendarDuration scalar

Maximum gap size to fill, specified as a numeric scalar,duration scalar, or calendarDuration scalar. Gaps are clusters of consecutive missing values whose size is the distance between the nonmissing values surrounding the gap. The gap size is computed relative to the sample points. Gaps smaller than or equal to the max gap size are filled, and gaps larger than the gap size are not.

For example, consider the vector y = [25 NaN NaN 100] using the default sample points [1 2 3 4]. The gap size in the vector is computed from the sample points as 4 - 1 = 3, so aMaxGap value of 2 leaves the missing values unaltered, while a MaxGap value of 3 fills in the missing values.

For missing values at the beginning or end of the data:

• A single missing value at the beginning or at the end of the input data has a gap size of 0 and is always filled.
• Clusters of missing values occurring at the beginning or end of the input data are not completely surrounded by nonmissing values, so the gap size is computed using the nearest existing sample points. For the default sample points1:N, this produces a gap size that is 1 smaller than if the same cluster occurred in the middle of the data.

Distance — Distance function

'euclidean' (default) | 'seuclidean' | function handle

Distance function to use when finding nearest neighbor rows, specified as'euclidean' (Euclidean distance), 'seuclidean' (scaled Euclidean distance), or a function handle for a distance function.

If you specify a function handle for a distance function, the function must satisfy these conditions:

• The function must accept two inputs.
• The first input of the function must be a two-row matrix, table, or timetable that contains the two vectors to be compared.
• The second input of the function must be a logical matrix that indicates the locations of missing values in the vectors. You can ignore the second input by specifying it as ~.
• The function must return the distance as a real, scalar value of typedouble.

Example: fillmissing(A,'knn','Distance',@(x,~) sum(abs(diff(x)),'omitmissing'))

Output Arguments

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F — Filled data

vector | matrix | multidimensional array | table | timetable

Filled data, returned as a vector, matrix, multidimensional array, table, or timetable.

F is the same size as A unless the value ofReplaceValues is false. If the value ofReplaceValues is false, then the width ofF is the sum of the input data width and the number of data variables specified.

TF — Filled data indicator

vector | matrix | multidimensional array

Filled data indicator, returned as a vector, matrix, or multidimensional array.TF is a logical array where 1 (true) corresponds to filled entries in F that were previously missing and 0 (false) corresponds to unchanged entries.

TF is the same size as F.

Data Types: logical

Tips

• For input data that is a structure array or a cell array of non-character vectors,fillmissing does not fill any entries. To fill missing entries in a structure array, apply fillmissing to each field in the structure by using the structfun function. To fill missing entries in a cell array of non-character vectors, apply fillmissing to each cell in the cell array by using the cellfun function.

Alternative Functionality

Live Editor Task

You can use fillmissing functionality interactively by adding theClean Missing Data task to a live script.

Extended Capabilities

Tall Arrays

Calculate with arrays that have more rows than fit in memory.

Thefillmissing function supports tall arrays with the following usage notes and limitations:

• The 'spline' and 'makima' methods are not supported.
• Function handle fill methods are not supported.
• The 'knn' fill method and Distance name-value argument are not supported.
• The MaxGap, SamplePoints, andMissingLocations name-value arguments are not supported.
• The DataVariables name-value argument cannot specify a function handle.
• The EndValues name-value argument can only specify'extrap'.
• The MissingLocations name-value argument cannot specify a table or timetable.
• The syntax fillmissing(A,movmethod,window) is not supported whenA is a tall timetable.
• The syntax fillmissing(A,'constant',v) must specify a scalar value for v.
• The syntax fillmissing(A,___) does not support character vector variables when A is a tall table or tall timetable.

For more information, see Tall Arrays.

C/C++ Code Generation

Generate C and C++ code using MATLAB® Coder™.

Usage notes and limitations:

• The MaxGap name-value argument is not supported.
• When the input data has type datetime orduration, 'constant' is the only supported method.
• When the SamplePoints value has typedatetime or the input data is a timetable withdatetime row times, only the methods'constant', 'movmean', and'movmedian' are supported.
• Function handle inputs for the fillmethod argument are not supported.
• The 'knn' fill method and Distance name-value argument are not supported.
• The MissingLocations name-value argument cannot specify a table or timetable.
• For categorical input data, the fill constant must correspond with one of the categories in the data.

Thread-Based Environment

Run code in the background using MATLAB® backgroundPool or accelerate code with Parallel Computing Toolbox™ ThreadPool.

This function fully supports thread-based environments. For more information, see Run MATLAB Functions in Thread-Based Environment.

GPU Arrays

Accelerate code by running on a graphics processing unit (GPU) using Parallel Computing Toolbox™.

Usage notes and limitations:

• The 'pchip' fill method is not supported.
• The SamplePoints name-value argument is not supported for moving window fill methods 'movmean' and'movmedian'.
• The 'knn' fill method and Distance name-value argument are not supported.
• The MissingLocations name-value argument cannot specify a table or timetable.

For more information, see Run MATLAB Functions on a GPU (Parallel Computing Toolbox).

Distributed Arrays

Partition large arrays across the combined memory of your cluster using Parallel Computing Toolbox™.

Usage notes and limitations:

• The 'knn' fill method and Distance name-value argument are not supported.
• The MissingLocations name-value argument cannot specify a table or timetable.

For more information, see Run MATLAB Functions with Distributed Arrays (Parallel Computing Toolbox).

Version History

Introduced in R2016b

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R2024b: Support "makima" as input value to fill method

The fill method now supports "makima" as an input value for C/C++ code generation.

R2024b: Improved performance when filing numeric entries with corresponding values from the nearest neighbor rows

The "knn" method has improved performance for numeric data when using the Euclidean or scaled Euclidean distance function. The improvement is most significant when the length of the input data along the operating dimension is small.

For example, this code fills the NaN values in an 800-by-10 matrix with the mean of the corresponding values in the nearest neighbor row. The code is about 2.8x faster than in the previous release.

function timingTest A = rand(800,10); A(A>0.95) = NaN;

for i = 1:1:2e2 F = fillmissing(A,"knn"); end end

The approximate execution times are:

R2024a: 1.00 s

R2024b: 0.36 s

The code was timed on a Windows® 11, AMD EPYC 74F3 24-Core Processor @ 3.19 GHz test system using thetimeit function.

R2024a: Define missing entry locations as table

Define the locations of missing entries by specifying theMissingLocations name-value argument as a table containing logical variables with names present in the input table. Previously, you could specifyMissingLocations only as a vector, matrix, or multidimensional array.

R2023a: Fill with corresponding values from nearest rows

Use the 'knn' method to fill missing entries with the corresponding values from the nearest rows. You can optionally specify a k value to fill missing entries with the mean of the corresponding values from thek nearest rows.

You can also use the Distance name-value argument to specify a custom function with which to measure distances between rows.

R2022b: Character arrays have no standard missing value

Character arrays have no default definition of a standard missing value. Therefore,fillmissing treats blank character array elements (' ') as nonmissing. For example, fillmissing(['a'; ' '],'previous') returns ['a'; ' ']. Previously, it returned['a'; 'a'].

To treat blank character array elements as missing, use theMissingLocations name-value argument. For example, find blank character array elements using TF = ismissing(['a'; ' '],' '), and then specify a known missing indicator, as in F = fillmissing(['a'; ' '],'previous',MissingLocations=TF).

R2022a: Append filled values

For table or timetable input data, append the input table with all table variables that were checked for missing entries. The missing entries in the appended variables are filled. Append, rather than replace, table variables by setting the ReplaceValues name-value argument to false.

R2021b: Specify sample points as table variable

For table input data, specify the sample points as a table variable using theSamplePoints name-value argument.

R2021a: Specify custom fill method

Fill missing values using a custom method by specifying fillfun as a function handle.