Inheritance diagram for Series:

Public Types | |
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typedef virtual_types< Series< Semiring, Monoid > >::monoid_t  | monoid_t | 
| The type of the free monoid A*.  | |
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typedef virtual_types< Series< Semiring, Monoid > >::semiring_t  | semiring_t | 
| The type of the semiring K.  | |
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typedef Series< Semiring, Monoid >  | self_t | 
| Exact type of the most derivated type in the hierarchy.  | |
Public Member Functions | |
| const Semiring & | semiring () const | 
| Accessor to the semiring (const version).  | |
| const Monoid & | monoid () const | 
| Accessor to the monoid (const version).  | |
| monoid_t & | monoid () | 
| Accessor to the monoid.  | |
| semiring_t & | semiring () | 
| Accessor to the semiring.  | |
| bool | can_choose_non_starable (SELECTOR(T)) const | 
| Indicate wether it is possible or not to call choose_non_starable.   | |
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Element< Series< Semiring, Monoid >, T >  | choose_starable (SELECTOR(T)) const | 
| Return a randomly choosed starable semiring element.  | |
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Element< Series< Semiring, Monoid >, T >  | choose_non_starable (SELECTOR(T)) const | 
| Return a randomly choosed non-starable semiring element.  | |
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Element< Series< Semiring, Monoid >, T >  | identity (SELECTOR(T)) const | 
| Returns the identity of the monoid (if mul_kind).  | |
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Element< Series< Semiring, Monoid >, T >  | zero (SELECTOR(T)) const | 
| Returns the zero of the monoid (if add_kind).  | |
| bool | contains (const Element< Series< Semiring, Monoid >, T > &elt) const | 
| Check if a given element is compatible with the structural element.  | |
| bool | contains (const Element< OtherS, T > &other) const | 
Specialization of containts that always return false.   | |
| bool | contains (const T &elt_value) const | 
| Check if an anonymous value is compatible with a structural element.  | |
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Element< Series< Semiring, Monoid >, T >  | choose (SELECTOR(T)) const | 
| Choose randomly an element in the structure.  | |
| self_t & | self () | 
| Accessor to the real type.   | |
      
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 Indicate wether it is possible or not to call choose_non_starable. There's no need for can_choose_starable, since Zero is always starable and therefor can be choosen.  | 
  
      
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Specialization of  Indeed, elements structured by a particular type are always incompatible with structural elements of another type.  | 
  
      
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 Accessor to the real type. This accessor is intended to be used by implementations in this class and derivated structures to obtain a reference to the structural element with its most derivated type.  | 
  
 1.3.6-20040222