Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: Upward and dominance drawings of acyclic digraphs find important applications in the display of hierarchical structures such as PERT diagrams, subroutine-call charts, and is-a relationships. The combinatorial model underlying such hierarchical structures is often a series-parallel digraph.  the problem of constructing upward and dominance drawings of series-parallel digraphs is investigated.  show that the area requirement of upward and dominance drawings of series-parallel digraphs crucially depends on the choice of planar embedding. Also,  present efficient sequential and parallel algorithms for drawing series-parallel digraphs. Our results show that while series-parallel digraphs have a rather simple and ll understood combinatorial structure, naive drawing strategies lead to drawings with exponential area, and clever algorithms are needed to achieve optimal area.
['Paola Bertolazzi', 'Robert F. Cohen', 'Giuseppe Di Battista', 'Roberto Tamassia', 'Ioannis G. Tollis']
I am writing a research paper on a idea HOW TO DRAW A SERIES-PARALLEL DIGRAPH
[{"from": "human", "value": "I am writing a research paper on a idea HOW TO DRAW A SERIES-PARALLEL DIGRAPH"}, {"from": "gpt", "value": "Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: Upward and dominance drawings of acyclic digraphs find important applications in the display of hierarchical structures such as PERT diagrams, subroutine-call charts, and is-a relationships. The combinatorial model underlying such hierarchical structures is often a series-parallel digraph.  the problem of constructing upward and dominance drawings of series-parallel digraphs is investigated.  show that the area requirement of upward and dominance drawings of series-parallel digraphs crucially depends on the choice of planar embedding. Also,  present efficient sequential and parallel algorithms for drawing series-parallel digraphs. Our results show that while series-parallel digraphs have a rather simple and ll understood combinatorial structure, naive drawing strategies lead to drawings with exponential area, and clever algorithms are needed to achieve optimal area."}]