Theatre,mathematics,and the aesthetics of infinity: Complicite's A Disappearing Number

Abstract

Complicite's A Disappearing Number is one of the best examples of contemporary plays that use theatrical strategies to convey complex scientific ideas. Complicite uses performance to stage the complex mathematical concepts of partition and infinite convergent series, taking inspiration from the statement by renowned British mathematician G. H. Hardy that “a mathematician… is a maker of patterns”. As well as performativity, other elements in the play contribute to performing mathematics on the stage, elements such as time and space, narrative structure, thematic content, and characterization. Complicite introduces a complex pattern that runs throughout the play to connect these elements to form a complete whole. These elements effectively work with each other to release a set of clues that guide the audience towards decoding the play's pattern. This study provides an in-depth analysis of these connections and the complex process of decoding the pattern in the play.