Herbert G. Vaughan

What are the main themes of his work throughout his whole career to date

Herbert G. Vaughan applies his multidisciplinary studies on Combinatorics and Discrete mathematics in his research. His Discrete mathematics study frequently draws connections between adjacent fields such as Direct proof. Herbert G. Vaughan performs multidisciplinary study in the fields of Direct proof and Mathematical proof via his papers. Mathematical proof and Analytic proof are commonly linked in his work. His research on Analytic proof often connects related topics like Geometry. He performs integrative study on Geometry and Pure mathematics in his works. Herbert G. Vaughan integrates Pure mathematics and Combinatorics in his studies. Statement (logic) is closely attributed to Epistemology in his work. As part of his studies on Epistemology, he frequently links adjacent subjects like Statement (logic).

Herbert G. Vaughan most often published in these fields:

• Combinatorics (66.67%)
• Pure mathematics (66.67%)
• Mathematical economics (33.33%)

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