The Hypercube of Resistors, Asymptotic Expansions, and Preferential Arrangements
Using a classic puzzle concerning a cube of resistors as a point of departure, we use its generalization to a hypercube of resistors as an excuse to survey a number of results concerning generating functions, asymptotic expansions, and combinatorial enumeration. We conclude by giving, apparently for the first time, the complete solution to the problem of the hypercube of resistors.
© Mathematical Association of America 2010
Pippenger, Nicholas. "The Hypercube of Resistors, Asymptotic Expansions, and Preferential Arrangements", Mathematics Magazine, 83:5 (2010) 331-346.