Apply Formal Operators in Discrete Calculus
Formal operations can be applied with ease for discrete calculus operations such as differencing, summation, and Z transforms.
Verify that DifferenceDelta is the inverse of Sum.
| In[1]:= |  X | 
| Out[1]= |  | 
| In[2]:= |  X | 
| Out[2]= |  | 
Verify that DiscreteRatio is the inverse of Product.
| In[3]:= |  X | 
| Out[3]= |  | 
| In[4]:= |  X | 
| Out[4]= |  | 
Apply DifferenceDelta to an indefinite sum.
| In[5]:= |  X | 
| Out[5]= |  | 
This is significantly faster than the evaluated version.
| In[6]:= |  X | 
| Out[6]= |  | 
Apply standard properties of ZTransform.
| In[7]:= |  X | 
| Out[7]= |  | 
| In[8]:= |  X | 
| Out[8]= |  | 
| In[9]:= |  X | 
| Out[9]= |  | 
















 
  
  
  
 