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I'd like to do something like this:
>> foo = #() functionCall1() functionCall2()
So that when I said:
>> foo()
It would execute functionCall1() and then execute functionCall2(). (I feel that I need something like the C , operator)
EDIT:
functionCall1 and functionCall2 are not necessarily functions that return values.
Trying to do everything via the command line without saving functions in m-files may be a complicated and messy endeavor, but here's one way I came up with...
First, make your anonymous functions and put their handles in a cell array:
fcn1 = #() ...;
fcn2 = #() ...;
fcn3 = #() ...;
fcnArray = {fcn1 fcn2 fcn3};
...or, if you have functions already defined (like in m-files), place the function handles in a cell array like so:
fcnArray = {#fcn1 #fcn2 #fcn3};
Then you can make a new anonymous function that calls each function in the array using the built-in functions cellfun and feval:
foo = #() cellfun(#feval,fcnArray);
Although funny-looking, it works.
EDIT: If the functions in fcnArray need to be called with input arguments, you would first have to make sure that ALL of the functions in the array require THE SAME number of inputs. In that case, the following example shows how to call the array of functions with one input argument each:
foo = #(x) cellfun(#feval,fcnArray,x);
inArgs = {1 'a' [1 2 3]};
foo(inArgs); %# Passes 1 to fcn1, 'a' to fcn2, and [1 2 3] to fcn3
WORD OF WARNING: The documentation for cellfun states that the order in which the output elements are computed is not specified and should not be relied upon. This means that there are no guarantees that fcn1 gets evaluated before fcn2 or fcn3. If order matters, the above solution shouldn't be used.
The anonymous function syntax in Matlab (like some other languages) only allows a single expression. Furthermore, it has different variable binding semantics (variables which are not in the argument list have their values lexically bound at function creation time, instead of references being bound). This simplicity allows Mathworks to do some optimizations behind the scenes and avoid a lot of messy scoping and object lifetime issues when using them in scripts.
If you are defining this anonymous function within a function (not a script), you can create named inner functions. Inner functions have normal lexical reference binding and allow arbitrary numbers of statements.
function F = createfcn(a,...)
F = #myfunc;
function b = myfunc(...)
a = a+1;
b = a;
end
end
Sometimes you can get away with tricks like gnovice's suggestion.
Be careful about using eval... it's very inefficient (it bypasses the JIT), and Matlab's optimizer can get confused between variables and functions from the outer scope that are used inside the eval expression. It's also hard to debug and/or extent code that uses eval.
Here is a method that will guarantee execution order and, (with modifications mentioned at the end) allows passing different arguments to different functions.
call1 = #(a,b) a();
call12 = #(a,b) call1(b,call1(a,b));
The key is call1 which calls its first argument and ignores its second. call12 calls its first argument and then its second, returning the value from the second. It works because a function cannot be evaluated before its arguments. To create your example, you would write:
foo = #() call12(functionCall1, functionCall2);
Test Code
Here is the test code I used:
>> print1=#()fprintf('1\n');
>> print2=#()fprintf('2\n');
>> call12(print1,print2)
1
2
Calling more functions
To call 3 functions, you could write
call1(print3, call1(print2, call1(print1,print2)));
4 functions:
call1(print4, call1(print3, call1(print2, call1(print1,print2))));
For more functions, continue the nesting pattern.
Passing Arguments
If you need to pass arguments, you can write a version of call1 that takes arguments and then make the obvious modification to call12.
call1arg1 = #(a,arg_a,b) a(arg_a);
call12arg1 = #(a, arg_a, b, arg_b) call1arg1(b, arg_b, call1arg1(a, arg_a, b))
You can also make versions of call1 that take multiple arguments and mix and match them as appropriate.
It is possible, using the curly function which is used to create a comma separated list.
curly = #(x, varargin) x{varargin{:}};
f=#(x)curly({exp(x),log(x)})
[a,b]=f(2)
If functionCall1() and functionCall2() return something and those somethings can be concatenated, then you can do this:
>> foo = #() [functionCall1(), functionCall2()]
or
>> foo = #() [functionCall1(); functionCall2()]
A side effect of this is that foo() will return the concatenation of whatever functionCall1() and functionCall2() return.
I don't know if the execution order of functionCall1() and functionCall2() is guaranteed.
I'd like to do something like this:
>> foo = #() functionCall1() functionCall2()
So that when I said:
>> foo()
It would execute functionCall1() and then execute functionCall2(). (I feel that I need something like the C , operator)
EDIT:
functionCall1 and functionCall2 are not necessarily functions that return values.
Trying to do everything via the command line without saving functions in m-files may be a complicated and messy endeavor, but here's one way I came up with...
First, make your anonymous functions and put their handles in a cell array:
fcn1 = #() ...;
fcn2 = #() ...;
fcn3 = #() ...;
fcnArray = {fcn1 fcn2 fcn3};
...or, if you have functions already defined (like in m-files), place the function handles in a cell array like so:
fcnArray = {#fcn1 #fcn2 #fcn3};
Then you can make a new anonymous function that calls each function in the array using the built-in functions cellfun and feval:
foo = #() cellfun(#feval,fcnArray);
Although funny-looking, it works.
EDIT: If the functions in fcnArray need to be called with input arguments, you would first have to make sure that ALL of the functions in the array require THE SAME number of inputs. In that case, the following example shows how to call the array of functions with one input argument each:
foo = #(x) cellfun(#feval,fcnArray,x);
inArgs = {1 'a' [1 2 3]};
foo(inArgs); %# Passes 1 to fcn1, 'a' to fcn2, and [1 2 3] to fcn3
WORD OF WARNING: The documentation for cellfun states that the order in which the output elements are computed is not specified and should not be relied upon. This means that there are no guarantees that fcn1 gets evaluated before fcn2 or fcn3. If order matters, the above solution shouldn't be used.
The anonymous function syntax in Matlab (like some other languages) only allows a single expression. Furthermore, it has different variable binding semantics (variables which are not in the argument list have their values lexically bound at function creation time, instead of references being bound). This simplicity allows Mathworks to do some optimizations behind the scenes and avoid a lot of messy scoping and object lifetime issues when using them in scripts.
If you are defining this anonymous function within a function (not a script), you can create named inner functions. Inner functions have normal lexical reference binding and allow arbitrary numbers of statements.
function F = createfcn(a,...)
F = #myfunc;
function b = myfunc(...)
a = a+1;
b = a;
end
end
Sometimes you can get away with tricks like gnovice's suggestion.
Be careful about using eval... it's very inefficient (it bypasses the JIT), and Matlab's optimizer can get confused between variables and functions from the outer scope that are used inside the eval expression. It's also hard to debug and/or extent code that uses eval.
Here is a method that will guarantee execution order and, (with modifications mentioned at the end) allows passing different arguments to different functions.
call1 = #(a,b) a();
call12 = #(a,b) call1(b,call1(a,b));
The key is call1 which calls its first argument and ignores its second. call12 calls its first argument and then its second, returning the value from the second. It works because a function cannot be evaluated before its arguments. To create your example, you would write:
foo = #() call12(functionCall1, functionCall2);
Test Code
Here is the test code I used:
>> print1=#()fprintf('1\n');
>> print2=#()fprintf('2\n');
>> call12(print1,print2)
1
2
Calling more functions
To call 3 functions, you could write
call1(print3, call1(print2, call1(print1,print2)));
4 functions:
call1(print4, call1(print3, call1(print2, call1(print1,print2))));
For more functions, continue the nesting pattern.
Passing Arguments
If you need to pass arguments, you can write a version of call1 that takes arguments and then make the obvious modification to call12.
call1arg1 = #(a,arg_a,b) a(arg_a);
call12arg1 = #(a, arg_a, b, arg_b) call1arg1(b, arg_b, call1arg1(a, arg_a, b))
You can also make versions of call1 that take multiple arguments and mix and match them as appropriate.
It is possible, using the curly function which is used to create a comma separated list.
curly = #(x, varargin) x{varargin{:}};
f=#(x)curly({exp(x),log(x)})
[a,b]=f(2)
If functionCall1() and functionCall2() return something and those somethings can be concatenated, then you can do this:
>> foo = #() [functionCall1(), functionCall2()]
or
>> foo = #() [functionCall1(); functionCall2()]
A side effect of this is that foo() will return the concatenation of whatever functionCall1() and functionCall2() return.
I don't know if the execution order of functionCall1() and functionCall2() is guaranteed.
For (MEX) function calls it would be really nice to pass several properties of one object at once. Instead of foo(myObj.propA, myObj.propB) I want something like foo(myObj.[propA,propB].
Is this even possible?
With structs it is possible to use the getfield() function to get the data from more than one field, e.g.:
getfield(myStruct, {index}, {'fieldA', 'fieldB'})
But unfortunately, the following attempt to get more than one property from an object results in an error (Index exceeds matrix dimensions):
getfield(myObj, {index}, {'propA', 'propB'})
Maybe the only possibility is to write a function which returns several output arguments:
[varargout] = getProps(object,propnames)
for p=1:numel(propnames)
varargout{p} = object.(propnames{p});
end
But if I call another function with that function as input, e.g. sum(getProps(myObj,propnames)) only the first output argument of getProps is passed and I fall into despair. Is there any other way?
For an object, you'd use get, not getfield (or dynamic access in a loop like you showed).
>> h = figure;
>> get(h,{'Position','Renderer'})
ans =
[1x4 double] 'opengl'
This doesn't work for all objects, but for MATLAB graphics objects it does work. To deal with any class, you can use your function, but with a custom cell output instead of varargout:
function C = getProps(object,propnames)
for p = 1:numel(propnames),
C{p} = object.(propnames{p});
end
Then inside whatever function you write, you can get a comma-separated list of all properties with C{:}, which will be suitable for a function that expects each property name input as a separate argument (e.g. C = getProps(myObj,propnames); x = myFun(h,C{:}).
I have a function for cached evaluation. As one of the arguments, it takes a function handle. Under some circumstances, the function handle is unaccessible, and I don't quite understand why. The example below shows what got me stumped:
>> A.a = #plus; feval(#A.a, 1, 1)
ans =
2
>> clear A
>> A.a.a = #plus; feval(#A.a.a, 1, 1)
Error using feval
Undefined function 'A.a.a' for input arguments of type 'double'.
So, if I have a function handle stored as a structure member, I can pass it along fine if it's one level deep, but not if it's two levels deep. In my real use case, I have a structure D that holds many (117) instances of various classes, so I actually have stct.obj.meth, where stct is a structure, obj is a class instance/object, and meth is a method. Passing #stct.obj.meth fails, but if I assign A = stct.obj, then passing #A.meth succeeds.
Under what conditions can I pass a function handle as an argument, so that it's still accessible down the stack?
Edit: Although in the use case above, I could simply remove the # because #plus is already a function handle. However, consider the situation here:
>> type cltest.m
classdef cltest < handle
methods
function C = mymeth(self, a, b)
C = a + b;
end
end
end
>> A.a = cltest();
>> feval(#A.a.mymeth, 1, 1)
Error using feval
Undefined function 'A.a.mymeth' for input arguments of type 'double'.
>> b = A.a;
>> feval(#b.mymeth, 1, 1)
ans =
2
In this case, I need the # before A.a.mymeth...
Introducing classes was a big deal for MATLAB. So big, in fact, that they still do not work properly today. Your example shows that structure access and class method access conflict, because they had to overload the the meaning of dot '.' and didn't get it to work seamlessly. It all more or less works fine when you are calling class methods explicitly by their name on the MATLAB console, e.g. in your example >> A.a.mymeth(1,1). But when you have any type of indirection, it soon breaks.
You tried getting the function handle by >> #A.a.mymeth, which MATLAB cannot make sense of, probably because it gets confused by the mixed structure/class thing. Trying to work around using str2func doesn't work either. It works, again, only for explicit name access, as shown here. It breaks for your example, e.g. >> str2func('b.mymeth'). It does not even work inside the class. Try other indirections and watch them fail.
Additionally, MATLAB does not like giving you a class method's handles. There's no function for it. There's no way to get all function handles in one go, or even dynamically by a name string.
I see three options here. First, try changing your program, if possible. Do these functions need to sit in a classdef?
Second, follow your or nispio's workaround. They both create a temporary variable to hold a reference to the class instance in order to create a non-mixed access to its member methods. The problem is, they both require explicitly naming the function. You have to explicitly put this code for every function involved. No way to abstract that out.
Third, cheat by giving out your class' method handles from the inside. You can give them out in a structure.
classdef cltest < handle
methods
function C = mymeth(self, a, b)
C = a + b;
end
function hs = funhandles(self)
hs = struct('mymeth', #self.mymeth, ...
'mymeth2', #self.mymeth2);
end
end
end
You can then access the handles by name, even dynamically.
>> A.a = cltest;
>> feval(A.a.funhandles.mymeth, 1, 1);
>> feval(A.a.funhandles.('mymeth'), 1, 1)
ans =
2
But be careful, by using this you can access Access=private methods from outside.
Try this:
feval(#(varargin)A.a.mymeth(varargin{:}),1,1);
It is a little kludgy, but it should work.
EDIT:
The way it works is by creating an Anonymous Function that takes a variable number of arguments, and dumps those arguments into the method A.a.mymeth(). So you are not actually passing a pointer to the function A.a.mymeth, you are passing a pointer to a function that calls A.a.mymeth.
An alternative way of achieving the same thing without using varargin would be:
feval(#(x,y)A.a.mymeth(x,y),1,1);
This creates an anonymous function that accepts two arguments, and passes them along to A.a.mymeth.
<speculation> I think that it must be inherent in the way that the unary function handle operator # works. The Matlab parser probably looks at #token and decides whether token is a valid function. In the case of a.mymeth it is smart enough to decide that mymeth is a member of a, and then return the appropriate handle. However, when it sees A.a.mymeth it may discover that A is not a class, nor does A have a member named a.mymeth and therefore no valid function is found. This seems to be supported by the fact that this works:
A.a.a = #plus; feval(A.a.a,1,1)
and this doesn't:
A.a.a = #plus; feval(#A.a.a,1,1)
</speculation>
You can get around it by introducing a separate function that corrects what # operator is not doing:
function h=g(f)
x = functions(f);
if ~strcmp(x.type, 'anonymous')
h = evalin('caller', ['#(varargin)' x.function '(varargin{:})']);
else
h = f;
end
end
Now for your example:
>> feval(g(#A.a.mymeth), 1, 1)
ans =
2
>> feval(g(#b.mymeth), 1, 1)
ans =
2
I think this will have the smallest impact on your code. You can make it a bit more elegant but less robust and/or readable. The uplus method is not defined for function_handle class so you can create uplus.m in folder #function_handle somewhere in your path with this content:
function h=uplus(f)
x = functions(f);
if ~strcmp(x.type, 'anonymous')
h = evalin('caller', ['#(varargin)' x.function '(varargin{:})']);
else
h = f;
end
end
Now you just need to use +# instead of #. For your examples:
>> feval(+#A.a.mymeth, 1, 1)
ans =
2
>> feval(+#b.mymeth, 1, 1)
ans =
2
I am working on a project and have many functions to create and they do need lots of debugging so instead of just hitting the run button i have to go to command window and give a function call.
does MATLAB support assignment of default values to input arguments like python does?
In python
def some_fcn(arg1 = a, arg2 = b)
% THE CODE
if you now call it without passing the arguments it doesn't give errors but if you try the same in MATLAB it gives an error.
For assigning default values, one might find it easier to manage if you use exist function instead of nargin.
function f(arg1, arg2, arg3)
if ~exist('arg2', 'var')
arg2 = arg2Default;
end
The advantage is that if you change the order of arguments, you don't need to update this part of the code, but when you use nargin you have to start counting and updating numbers.
If you are writing a complex function that requires validation of inputs, default argument values, key-value pairs, passing options as structs etc., you could use the inputParser object. This solution is probably overkill for simple functions, but you might keep it in mind for your monster-function that solves equations, plots results and brings you coffee. It resembles a bit the things you can do with python's argparse module.
You configure an inputParser like so:
>> p = inputParser();
>> p.addRequired('x', #isfinite) % validation function
>> p.addOptional('y', 123) % default value
>> p.addParamValue('label', 'default') % default value
Inside a function, you would typically call it with p.parse(varargin{:}) and look for your parameters in p.Results. Some quick demonstration on the command line:
>> p.parse(44); disp(p.Results)
label: 'default'
x: 44
y: 123
>> p.parse()
Not enough input arguments.
>> p.parse(Inf)
Argument 'x' failed validation isfinite.
>> p.parse(44, 55); disp(p.Results)
label: 'default'
x: 44
y: 55
>> p.parse(13, 'label', 'hello'); disp(p.Results)
label: 'hello'
x: 13
y: 123
>> p.parse(88, 13, 'option', 12)
Argument 'option' did not match any valid parameter of the parser.
You can kind of do this with nargin
function out = some_fcn(arg1, arg2)
switch nargin
case 0
arg1 = a;
arg2 = b;
%//etc
end
but where are a and b coming from? Are they dynamically assigned? Because that effects the validity of this solution
After a few seconds of googling I found that as is often the case, Loren Shure has already solved this problem for us. In this article she outlines exactly my method above, why it is ugly and bad and how to do better.
You can use nargin in your function code to detect when no arguments are passed, and assign default values or do whatever you want in that case.
MathWorks has a new solution for this in R2019b, namely, the arguments block. There are a few rules for the arguments block, naturally, so I would encourage you to learn more by viewing the Function Argument Validation help page. Here is a quick example:
function ret = someFunction( x, y )
%SOMEFUNCTION Calculates some stuff.
arguments
x (1, :) double {mustBePositive}
y (2, 3) logical = true(2, 3)
end
% ...stuff is done, ret is defined, etc.
end
Wrapped into this is narginchk, inputParser, validateattributes, varargin, etc. It can be very convenient. Regarding default values, they are very simply defined as those arguments that equal something. In the example above, x isn't given an assignment, whereas y = true(2, 3) if no value is given when the function is called. If you wanted x to also have a default value, you could change it to, say, x (1, :) double {mustBePositive} = 0.5 * ones(1, 4).
There is a more in-depth answer at How to deal with name/value pairs of function arguments in MATLAB
that hopefully can spare you some headache in getting acquainted with the new functionality.