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    Cadabra
    
   Computer algebra system for field theory problems 
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#include <Equals.hh>
  
Public Member Functions | |
| Equals (const Kernel &, Ex &, Ex::iterator) | |
| Ex::iterator | lhs () const | 
| Left-hand side.   | |
| Ex::iterator | rhs () const | 
| void | move_all_to_lhs () | 
| Move all terms in an equality to the left-hand side.   | |
  Public Member Functions inherited from cadabra::visit::ReservedNode | |
| ReservedNode (const Kernel &, Ex &, Ex::iterator) | |
| Ex::iterator | node () const | 
  Public Member Functions inherited from cadabra::ExManip | |
| ExManip (const Kernel &, Ex &) | |
| bool | prod_wrap_single_term (iterator &) | 
| Take a single non-product node in a sum and wrap it in a product node, so it can be handled on the same footing as a proper product.   | |
| bool | prod_unwrap_single_term (iterator &) | 
| bool | sum_wrap_single_term (iterator &) | 
| bool | sum_unwrap_single_term (iterator &) | 
| bool | is_single_term (iterator) | 
| Is the indicated node a single term in an expression?   | |
| bool | is_nonprod_factor_in_prod (iterator) | 
| void | force_node_wrap (iterator &, std::string) | 
| Wrap a term in a product or sum in a node with indicated name, irrespective of its parent (it usually makes more sense to call the safer prod_wrap_single_term or sum_wrap_single_term above).   | |
Additional Inherited Members | |
  Public Types inherited from cadabra::ExManip | |
| typedef Ex::iterator_base | iterator_base | 
| typedef Ex::iterator | iterator | 
| typedef Ex::post_order_iterator | post_order_iterator | 
| typedef Ex::sibling_iterator | sibling_iterator | 
  Protected Attributes inherited from cadabra::visit::ReservedNode | |
| Ex::iterator | top | 
  Protected Attributes inherited from cadabra::ExManip | |
| const Kernel & | kernel | 
| Ex & | tr | 
| Ex::iterator visit::Equals::lhs | ( | ) | const | 
Left-hand side.
| void visit::Equals::move_all_to_lhs | ( | ) | 
Move all terms in an equality to the left-hand side.
| Ex::iterator visit::Equals::rhs | ( | ) | const |