How I Work
I enjoy solving problems that span multiple domains, particularly those that do not fit neatly within the boundaries of a single profession. Much of my work involves making connections between disciplines that are ordinarily practiced in isolation. An idea from mathematics might find its application in manufacturing; a lesson learned repairing an old machine might inform the architecture of a software system.
I am drawn to difficult, unfamiliar problems, especially those for which there is no established method or obvious solution. I like to understand how things work, why they were built the way they were, and what assumptions informed their design. Often this means studying the history of a problem before attempting to solve it. There is a great deal to learn from the successes and failures of those who came before us.
Ideas and experiments
My approach is experimental and practical. I prefer to build something small, observe its behavior, and refine it through successive iterations. Sometimes that means writing software or developing a mathematical model. Other times it means taking apart a machine, studying a schematic, interviewing a specialist, or working through a problem with pencil and paper. I am comfortable moving between abstract ideas and physical work, and I find that each improves my understanding of the other.
I have little allegiance to particular technologies or methodologies. The best solution may be a sophisticated new system, a modest improvement to an existing process, or a return to a method that has worked reliably for fifty years. I care more about understanding the problem and producing something useful than about the novelty of the approach.
Working with others
Above all, I enjoy working with people who know things I do not. Some of the most productive work begins with a conversation between people who approach the same problem from entirely different directions. Oakfield exists, in part, to make room for those conversations—and to turn the interesting ones into actual work.
Modeling work connects to Oakfield Mathematics. Teams developing their own technical capability can also explore the Applied Infrastructure Conservatory.
