Understanding memory allocation in numpy: Is “temporary” memory being allocated when storing the result of an operation into variable[:, :]?










0














Let's assume two large multidimensional numpy arrays a and b. I want to perform an element-wise operation, e.g. adding them element by element:



c = a + b


In the above case, new memory is allocated for the result of a + b. A reference to this memory is then stored in c.



Now, let's assume that memory for c has already been allocated. Setting the number of dimensions to two for the purpose of having a simple example, I can do the following:



c[:, :] = a + b


I can not find any documentation on how the above is exactly implemented. I can imagine two ways:



  1. First, memory is allocated for performing the operation a + b. The result is stored into this "temporary" memory before the data i.e. the result of the operation is copied into c[:, :].

  2. There is no allocation of temporary memory. The result of a + b goes directly into c[:, :].

I played around with some code and - I could be absolutely wrong here - performance-wise it feels like the first option is more likely. Am I right? If so, how could I avoid the allocation of "temporary memory" and directly store the result into the memory which is already available in c? I'd guess that I have to be more explicit, use functions like numpy.add and provide references to the target memory to them.










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  • 1




    It's the first one because of how Python evaluates left-to-right... while numpy can do some fancy stuff, it can't override the mechanics of how Python evaluates statements...
    – Jon Clements
    Nov 12 '18 at 19:22










  • @JonClements Yes, I guessed so ... I would not know how to implement __add__ in another way.
    – s-m-e
    Nov 12 '18 at 19:23
















0














Let's assume two large multidimensional numpy arrays a and b. I want to perform an element-wise operation, e.g. adding them element by element:



c = a + b


In the above case, new memory is allocated for the result of a + b. A reference to this memory is then stored in c.



Now, let's assume that memory for c has already been allocated. Setting the number of dimensions to two for the purpose of having a simple example, I can do the following:



c[:, :] = a + b


I can not find any documentation on how the above is exactly implemented. I can imagine two ways:



  1. First, memory is allocated for performing the operation a + b. The result is stored into this "temporary" memory before the data i.e. the result of the operation is copied into c[:, :].

  2. There is no allocation of temporary memory. The result of a + b goes directly into c[:, :].

I played around with some code and - I could be absolutely wrong here - performance-wise it feels like the first option is more likely. Am I right? If so, how could I avoid the allocation of "temporary memory" and directly store the result into the memory which is already available in c? I'd guess that I have to be more explicit, use functions like numpy.add and provide references to the target memory to them.










share|improve this question

















  • 1




    It's the first one because of how Python evaluates left-to-right... while numpy can do some fancy stuff, it can't override the mechanics of how Python evaluates statements...
    – Jon Clements
    Nov 12 '18 at 19:22










  • @JonClements Yes, I guessed so ... I would not know how to implement __add__ in another way.
    – s-m-e
    Nov 12 '18 at 19:23














0












0








0







Let's assume two large multidimensional numpy arrays a and b. I want to perform an element-wise operation, e.g. adding them element by element:



c = a + b


In the above case, new memory is allocated for the result of a + b. A reference to this memory is then stored in c.



Now, let's assume that memory for c has already been allocated. Setting the number of dimensions to two for the purpose of having a simple example, I can do the following:



c[:, :] = a + b


I can not find any documentation on how the above is exactly implemented. I can imagine two ways:



  1. First, memory is allocated for performing the operation a + b. The result is stored into this "temporary" memory before the data i.e. the result of the operation is copied into c[:, :].

  2. There is no allocation of temporary memory. The result of a + b goes directly into c[:, :].

I played around with some code and - I could be absolutely wrong here - performance-wise it feels like the first option is more likely. Am I right? If so, how could I avoid the allocation of "temporary memory" and directly store the result into the memory which is already available in c? I'd guess that I have to be more explicit, use functions like numpy.add and provide references to the target memory to them.










share|improve this question













Let's assume two large multidimensional numpy arrays a and b. I want to perform an element-wise operation, e.g. adding them element by element:



c = a + b


In the above case, new memory is allocated for the result of a + b. A reference to this memory is then stored in c.



Now, let's assume that memory for c has already been allocated. Setting the number of dimensions to two for the purpose of having a simple example, I can do the following:



c[:, :] = a + b


I can not find any documentation on how the above is exactly implemented. I can imagine two ways:



  1. First, memory is allocated for performing the operation a + b. The result is stored into this "temporary" memory before the data i.e. the result of the operation is copied into c[:, :].

  2. There is no allocation of temporary memory. The result of a + b goes directly into c[:, :].

I played around with some code and - I could be absolutely wrong here - performance-wise it feels like the first option is more likely. Am I right? If so, how could I avoid the allocation of "temporary memory" and directly store the result into the memory which is already available in c? I'd guess that I have to be more explicit, use functions like numpy.add and provide references to the target memory to them.







python python-3.x numpy memory-management






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asked Nov 12 '18 at 19:19









s-m-e

1,41221437




1,41221437







  • 1




    It's the first one because of how Python evaluates left-to-right... while numpy can do some fancy stuff, it can't override the mechanics of how Python evaluates statements...
    – Jon Clements
    Nov 12 '18 at 19:22










  • @JonClements Yes, I guessed so ... I would not know how to implement __add__ in another way.
    – s-m-e
    Nov 12 '18 at 19:23













  • 1




    It's the first one because of how Python evaluates left-to-right... while numpy can do some fancy stuff, it can't override the mechanics of how Python evaluates statements...
    – Jon Clements
    Nov 12 '18 at 19:22










  • @JonClements Yes, I guessed so ... I would not know how to implement __add__ in another way.
    – s-m-e
    Nov 12 '18 at 19:23








1




1




It's the first one because of how Python evaluates left-to-right... while numpy can do some fancy stuff, it can't override the mechanics of how Python evaluates statements...
– Jon Clements
Nov 12 '18 at 19:22




It's the first one because of how Python evaluates left-to-right... while numpy can do some fancy stuff, it can't override the mechanics of how Python evaluates statements...
– Jon Clements
Nov 12 '18 at 19:22












@JonClements Yes, I guessed so ... I would not know how to implement __add__ in another way.
– s-m-e
Nov 12 '18 at 19:23





@JonClements Yes, I guessed so ... I would not know how to implement __add__ in another way.
– s-m-e
Nov 12 '18 at 19:23













1 Answer
1






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oldest

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3














The operation you're looking for is



numpy.add(a, b, out=c)


With c[:, :] = a + b, the evaluation of a + b does not have information about the fact that the result will be assigned to c[:, :]. It must allocate a new array to hold the result of a + b.



(Recent versions of NumPy do try to perform some C-level stack inspection to aggressively optimize temporaries beyond what the Python execution model would normally allow, but those optimizations don't handle this case. You can see the code in temp_elide.c, including some notes about what platforms it works on and why Python stack inspection isn't enough.)






share|improve this answer






















  • Yup... the object on the RHS has no idea what it's being bound to (if it's being bound at all), so the only way to do it is like you say here using numpy.add(a, b, out=c) where it's explicitly given some space it can work in without having to make the presumption it has to build its own array for the result. (I tend to think of it like using C's memcpy kind of thing vs... a malloc operation)
    – Jon Clements
    Nov 12 '18 at 19:26











  • Thanks for the quick reply, this makes sense. I was simply wondering whether (or not) there is some black Python magic that I was not aware of :)
    – s-m-e
    Nov 12 '18 at 19:28






  • 1




    Expressions like np.add(A[:,1:],A[:,:-1],out=A[:,1:]) suggest, though, that even with an out, numpy creates a temporary buffer.
    – hpaulj
    Nov 12 '18 at 19:50






  • 1




    @hpaulj: NumPy only makes copies for such an operation if it thinks a copy is necessary to handle overlapping input and output. For something like add(a, b, out=c) with no overlap, it won't make a copy. (The safety copies were introduced in NumPy 1.13.0.)
    – user2357112
    Nov 12 '18 at 19:56










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1 Answer
1






active

oldest

votes








1 Answer
1






active

oldest

votes









active

oldest

votes






active

oldest

votes









3














The operation you're looking for is



numpy.add(a, b, out=c)


With c[:, :] = a + b, the evaluation of a + b does not have information about the fact that the result will be assigned to c[:, :]. It must allocate a new array to hold the result of a + b.



(Recent versions of NumPy do try to perform some C-level stack inspection to aggressively optimize temporaries beyond what the Python execution model would normally allow, but those optimizations don't handle this case. You can see the code in temp_elide.c, including some notes about what platforms it works on and why Python stack inspection isn't enough.)






share|improve this answer






















  • Yup... the object on the RHS has no idea what it's being bound to (if it's being bound at all), so the only way to do it is like you say here using numpy.add(a, b, out=c) where it's explicitly given some space it can work in without having to make the presumption it has to build its own array for the result. (I tend to think of it like using C's memcpy kind of thing vs... a malloc operation)
    – Jon Clements
    Nov 12 '18 at 19:26











  • Thanks for the quick reply, this makes sense. I was simply wondering whether (or not) there is some black Python magic that I was not aware of :)
    – s-m-e
    Nov 12 '18 at 19:28






  • 1




    Expressions like np.add(A[:,1:],A[:,:-1],out=A[:,1:]) suggest, though, that even with an out, numpy creates a temporary buffer.
    – hpaulj
    Nov 12 '18 at 19:50






  • 1




    @hpaulj: NumPy only makes copies for such an operation if it thinks a copy is necessary to handle overlapping input and output. For something like add(a, b, out=c) with no overlap, it won't make a copy. (The safety copies were introduced in NumPy 1.13.0.)
    – user2357112
    Nov 12 '18 at 19:56















3














The operation you're looking for is



numpy.add(a, b, out=c)


With c[:, :] = a + b, the evaluation of a + b does not have information about the fact that the result will be assigned to c[:, :]. It must allocate a new array to hold the result of a + b.



(Recent versions of NumPy do try to perform some C-level stack inspection to aggressively optimize temporaries beyond what the Python execution model would normally allow, but those optimizations don't handle this case. You can see the code in temp_elide.c, including some notes about what platforms it works on and why Python stack inspection isn't enough.)






share|improve this answer






















  • Yup... the object on the RHS has no idea what it's being bound to (if it's being bound at all), so the only way to do it is like you say here using numpy.add(a, b, out=c) where it's explicitly given some space it can work in without having to make the presumption it has to build its own array for the result. (I tend to think of it like using C's memcpy kind of thing vs... a malloc operation)
    – Jon Clements
    Nov 12 '18 at 19:26











  • Thanks for the quick reply, this makes sense. I was simply wondering whether (or not) there is some black Python magic that I was not aware of :)
    – s-m-e
    Nov 12 '18 at 19:28






  • 1




    Expressions like np.add(A[:,1:],A[:,:-1],out=A[:,1:]) suggest, though, that even with an out, numpy creates a temporary buffer.
    – hpaulj
    Nov 12 '18 at 19:50






  • 1




    @hpaulj: NumPy only makes copies for such an operation if it thinks a copy is necessary to handle overlapping input and output. For something like add(a, b, out=c) with no overlap, it won't make a copy. (The safety copies were introduced in NumPy 1.13.0.)
    – user2357112
    Nov 12 '18 at 19:56













3












3








3






The operation you're looking for is



numpy.add(a, b, out=c)


With c[:, :] = a + b, the evaluation of a + b does not have information about the fact that the result will be assigned to c[:, :]. It must allocate a new array to hold the result of a + b.



(Recent versions of NumPy do try to perform some C-level stack inspection to aggressively optimize temporaries beyond what the Python execution model would normally allow, but those optimizations don't handle this case. You can see the code in temp_elide.c, including some notes about what platforms it works on and why Python stack inspection isn't enough.)






share|improve this answer














The operation you're looking for is



numpy.add(a, b, out=c)


With c[:, :] = a + b, the evaluation of a + b does not have information about the fact that the result will be assigned to c[:, :]. It must allocate a new array to hold the result of a + b.



(Recent versions of NumPy do try to perform some C-level stack inspection to aggressively optimize temporaries beyond what the Python execution model would normally allow, but those optimizations don't handle this case. You can see the code in temp_elide.c, including some notes about what platforms it works on and why Python stack inspection isn't enough.)







share|improve this answer














share|improve this answer



share|improve this answer








edited Nov 12 '18 at 19:30

























answered Nov 12 '18 at 19:24









user2357112

151k12158249




151k12158249











  • Yup... the object on the RHS has no idea what it's being bound to (if it's being bound at all), so the only way to do it is like you say here using numpy.add(a, b, out=c) where it's explicitly given some space it can work in without having to make the presumption it has to build its own array for the result. (I tend to think of it like using C's memcpy kind of thing vs... a malloc operation)
    – Jon Clements
    Nov 12 '18 at 19:26











  • Thanks for the quick reply, this makes sense. I was simply wondering whether (or not) there is some black Python magic that I was not aware of :)
    – s-m-e
    Nov 12 '18 at 19:28






  • 1




    Expressions like np.add(A[:,1:],A[:,:-1],out=A[:,1:]) suggest, though, that even with an out, numpy creates a temporary buffer.
    – hpaulj
    Nov 12 '18 at 19:50






  • 1




    @hpaulj: NumPy only makes copies for such an operation if it thinks a copy is necessary to handle overlapping input and output. For something like add(a, b, out=c) with no overlap, it won't make a copy. (The safety copies were introduced in NumPy 1.13.0.)
    – user2357112
    Nov 12 '18 at 19:56
















  • Yup... the object on the RHS has no idea what it's being bound to (if it's being bound at all), so the only way to do it is like you say here using numpy.add(a, b, out=c) where it's explicitly given some space it can work in without having to make the presumption it has to build its own array for the result. (I tend to think of it like using C's memcpy kind of thing vs... a malloc operation)
    – Jon Clements
    Nov 12 '18 at 19:26











  • Thanks for the quick reply, this makes sense. I was simply wondering whether (or not) there is some black Python magic that I was not aware of :)
    – s-m-e
    Nov 12 '18 at 19:28






  • 1




    Expressions like np.add(A[:,1:],A[:,:-1],out=A[:,1:]) suggest, though, that even with an out, numpy creates a temporary buffer.
    – hpaulj
    Nov 12 '18 at 19:50






  • 1




    @hpaulj: NumPy only makes copies for such an operation if it thinks a copy is necessary to handle overlapping input and output. For something like add(a, b, out=c) with no overlap, it won't make a copy. (The safety copies were introduced in NumPy 1.13.0.)
    – user2357112
    Nov 12 '18 at 19:56















Yup... the object on the RHS has no idea what it's being bound to (if it's being bound at all), so the only way to do it is like you say here using numpy.add(a, b, out=c) where it's explicitly given some space it can work in without having to make the presumption it has to build its own array for the result. (I tend to think of it like using C's memcpy kind of thing vs... a malloc operation)
– Jon Clements
Nov 12 '18 at 19:26





Yup... the object on the RHS has no idea what it's being bound to (if it's being bound at all), so the only way to do it is like you say here using numpy.add(a, b, out=c) where it's explicitly given some space it can work in without having to make the presumption it has to build its own array for the result. (I tend to think of it like using C's memcpy kind of thing vs... a malloc operation)
– Jon Clements
Nov 12 '18 at 19:26













Thanks for the quick reply, this makes sense. I was simply wondering whether (or not) there is some black Python magic that I was not aware of :)
– s-m-e
Nov 12 '18 at 19:28




Thanks for the quick reply, this makes sense. I was simply wondering whether (or not) there is some black Python magic that I was not aware of :)
– s-m-e
Nov 12 '18 at 19:28




1




1




Expressions like np.add(A[:,1:],A[:,:-1],out=A[:,1:]) suggest, though, that even with an out, numpy creates a temporary buffer.
– hpaulj
Nov 12 '18 at 19:50




Expressions like np.add(A[:,1:],A[:,:-1],out=A[:,1:]) suggest, though, that even with an out, numpy creates a temporary buffer.
– hpaulj
Nov 12 '18 at 19:50




1




1




@hpaulj: NumPy only makes copies for such an operation if it thinks a copy is necessary to handle overlapping input and output. For something like add(a, b, out=c) with no overlap, it won't make a copy. (The safety copies were introduced in NumPy 1.13.0.)
– user2357112
Nov 12 '18 at 19:56




@hpaulj: NumPy only makes copies for such an operation if it thinks a copy is necessary to handle overlapping input and output. For something like add(a, b, out=c) with no overlap, it won't make a copy. (The safety copies were introduced in NumPy 1.13.0.)
– user2357112
Nov 12 '18 at 19:56

















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