/[escript]/trunk/escript/py_src/util.py
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revision 804 by gross, Thu Aug 10 01:12:16 2006 UTC revision 813 by ksteube, Mon Aug 21 02:08:47 2006 UTC
# Line 26  import math Line 26  import math
26  import numarray  import numarray
27  import escript  import escript
28  import os  import os
29    from esys.escript import C_GeneralTensorProduct
30    
31  #=========================================================  #=========================================================
32  #   some helpers:  #   some helpers:
# Line 4313  class GeneralTensorProduct_Symbol(Depend Line 4314  class GeneralTensorProduct_Symbol(Depend
4314           args=self.getSubstitutedArguments(argvals)           args=self.getSubstitutedArguments(argvals)
4315           return generalTensorProduct(args[0],args[1],args[2])           return generalTensorProduct(args[0],args[1],args[2])
4316    
4317  def escript_generalTensorProductNew(arg0,arg1,axis_offset):  def escript_generalTensorProduct(arg0,arg1,axis_offset,transpose=0):
4318      "arg0 and arg1 are both Data objects but not neccesrily on the same function space. they could be identical!!!"      "arg0 and arg1 are both Data objects but not neccesrily on the same function space. they could be identical!!!"
4319      # calculate the return shape:      return C_GeneralTensorProduct(arg0, arg1, axis_offset, transpose)
     shape0=arg0.getShape()[:arg0.getRank()-axis_offset]  
     shape01=arg0.getShape()[arg0.getRank()-axis_offset:]  
     shape10=arg1.getShape()[:axis_offset]  
     shape1=arg1.getShape()[axis_offset:]  
     if not shape01==shape10:  
         raise ValueError,"dimensions of last %s components in left argument don't match the first %s components in the right argument."%(axis_offset,axis_offset)  
     # Figure out which functionspace to use (look at where operator+ is defined maybe in BinaryOp.h to get the logic for this)  
     # fs=(escript.Scalar(0.,arg0.getFunctionSpace())+escript.Scalar(0.,arg1.getFunctionSpace())).getFunctionSpace()  
     out=GeneralTensorProduct(arg0, arg1, axis_offset)  
     return out  
   
 def escript_generalTensorProduct(arg0,arg1,axis_offset): # this should be escript._generalTensorProduct  
     "arg0 and arg1 are both Data objects but not neccesrily on the same function space. they could be identical!!!"  
     # calculate the return shape:  
     shape0=arg0.getShape()[:arg0.getRank()-axis_offset]  
     shape01=arg0.getShape()[arg0.getRank()-axis_offset:]  
     shape10=arg1.getShape()[:axis_offset]  
     shape1=arg1.getShape()[axis_offset:]  
     if not shape01==shape10:  
         raise ValueError,"dimensions of last %s components in left argument don't match the first %s components in the right argument."%(axis_offset,axis_offset)  
   
     # whatr function space should be used? (this here is not good!)  
     fs=(escript.Scalar(0.,arg0.getFunctionSpace())+escript.Scalar(0.,arg1.getFunctionSpace())).getFunctionSpace()  
     # create return value:  
     out=escript.Data(0.,tuple(shape0+shape1),fs)  
     #  
     s0=[[]]  
     for k in shape0:  
           s=[]  
           for j in s0:  
                 for i in range(k): s.append(j+[slice(i,i)])  
           s0=s  
     s1=[[]]  
     for k in shape1:  
           s=[]  
           for j in s1:  
                 for i in range(k): s.append(j+[slice(i,i)])  
           s1=s  
     s01=[[]]  
     for k in shape01:  
           s=[]  
           for j in s01:  
                 for i in range(k): s.append(j+[slice(i,i)])  
           s01=s  
   
     for i0 in s0:  
        for i1 in s1:  
          s=escript.Scalar(0.,fs)  
          for i01 in s01:  
             s+=arg0.__getitem__(tuple(i0+i01))*arg1.__getitem__(tuple(i01+i1))  
          out.__setitem__(tuple(i0+i1),s)  
     return out  
   
4320    
4321  def transposed_matrix_mult(arg0,arg1):  def transposed_matrix_mult(arg0,arg1):
4322      """      """
# Line 4565  class GeneralTransposedTensorProduct_Sym Line 4513  class GeneralTransposedTensorProduct_Sym
4513    
4514  def escript_generalTransposedTensorProduct(arg0,arg1,axis_offset): # this should be escript._generalTransposedTensorProduct  def escript_generalTransposedTensorProduct(arg0,arg1,axis_offset): # this should be escript._generalTransposedTensorProduct
4515      "arg0 and arg1 are both Data objects but not neccesrily on the same function space. they could be identical!!!"      "arg0 and arg1 are both Data objects but not neccesrily on the same function space. they could be identical!!!"
4516      # calculate the return shape:      return C_GeneralTensorProduct(arg0, arg1, axis_offset, 1)
     shape01=arg0.getShape()[:axis_offset]  
     shape10=arg1.getShape()[:axis_offset]  
     shape0=arg0.getShape()[axis_offset:]  
     shape1=arg1.getShape()[axis_offset:]  
     if not shape01==shape10:  
         raise ValueError,"dimensions of first %s components in left argument don't match the first %s components in the right argument."%(axis_offset,axis_offset)  
   
     # whatr function space should be used? (this here is not good!)  
     fs=(escript.Scalar(0.,arg0.getFunctionSpace())+escript.Scalar(0.,arg1.getFunctionSpace())).getFunctionSpace()  
     # create return value:  
     out=escript.Data(0.,tuple(shape0+shape1),fs)  
     #  
     s0=[[]]  
     for k in shape0:  
           s=[]  
           for j in s0:  
                 for i in range(k): s.append(j+[slice(i,i)])  
           s0=s  
     s1=[[]]  
     for k in shape1:  
           s=[]  
           for j in s1:  
                 for i in range(k): s.append(j+[slice(i,i)])  
           s1=s  
     s01=[[]]  
     for k in shape01:  
           s=[]  
           for j in s01:  
                 for i in range(k): s.append(j+[slice(i,i)])  
           s01=s  
   
     for i0 in s0:  
        for i1 in s1:  
          s=escript.Scalar(0.,fs)  
          for i01 in s01:  
             s+=arg0.__getitem__(tuple(i01+i0))*arg1.__getitem__(tuple(i01+i1))  
          out.__setitem__(tuple(i0+i1),s)  
     return out  
   
4517    
4518  def matrix_transposed_mult(arg0,arg1):  def matrix_transposed_mult(arg0,arg1):
4519      """      """
# Line 4788  class GeneralTensorTransposedProduct_Sym Line 4697  class GeneralTensorTransposedProduct_Sym
4697    
4698  def escript_generalTensorTransposedProduct(arg0,arg1,axis_offset): # this should be escript._generalTensorTransposedProduct  def escript_generalTensorTransposedProduct(arg0,arg1,axis_offset): # this should be escript._generalTensorTransposedProduct
4699      "arg0 and arg1 are both Data objects but not neccesrily on the same function space. they could be identical!!!"      "arg0 and arg1 are both Data objects but not neccesrily on the same function space. they could be identical!!!"
4700      # calculate the return shape:      return C_GeneralTensorProduct(arg0, arg1, axis_offset, 2)
     shape01=arg0.getShape()[arg0.getRank()-axis_offset:]  
     shape0=arg0.getShape()[:arg0.getRank()-axis_offset]  
     shape10=arg1.getShape()[arg1.getRank()-axis_offset:]  
     shape1=arg1.getShape()[:arg1.getRank()-axis_offset]  
     if not shape01==shape10:  
         raise ValueError,"dimensions of first %s components in left argument don't match the first %s components in the right argument."%(axis_offset,axis_offset)  
   
     # whatr function space should be used? (this here is not good!)  
     fs=(escript.Scalar(0.,arg0.getFunctionSpace())+escript.Scalar(0.,arg1.getFunctionSpace())).getFunctionSpace()  
     # create return value:  
     out=escript.Data(0.,tuple(shape0+shape1),fs)  
     #  
     s0=[[]]  
     for k in shape0:  
           s=[]  
           for j in s0:  
                 for i in range(k): s.append(j+[slice(i,i)])  
           s0=s  
     s1=[[]]  
     for k in shape1:  
           s=[]  
           for j in s1:  
                 for i in range(k): s.append(j+[slice(i,i)])  
           s1=s  
     s01=[[]]  
     for k in shape01:  
           s=[]  
           for j in s01:  
                 for i in range(k): s.append(j+[slice(i,i)])  
           s01=s  
   
     for i0 in s0:  
        for i1 in s1:  
          s=escript.Scalar(0.,fs)  
          for i01 in s01:  
             s+=arg0.__getitem__(tuple(i0+i01))*arg1.__getitem__(tuple(i1+i01))  
          out.__setitem__(tuple(i0+i1),s)  
     return out  
   
4701    
4702  #=========================================================  #=========================================================
4703  #  functions dealing with spatial dependency  #  functions dealing with spatial dependency

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