A poem by Amy Catanzano based on a theoretical model of a topological quantum computer
Formats: print publication (complete), computational poetry and interactive digital poetry (underway), 3D art installation (anticipated)
Collaborator for Phase 3: Dr. Michael Taylor, applied mathematician and senior research associate in climate science at the University of East Anglia (Norwich, United Kingdom)
Description: World Lines: A Quantum Supercomputer Poem is a poem and poetic form invented by Amy Catanzano that is based on a theoretical model of a topological quantum computer. Phase 1 of the project is complete and was published by the Simons Center for Geometry and Physics at Stony Brook University. Additional poems by Amy Catanzano using this poetic form are underway in Phase 2.
In Phase 3 of the project, underway, Michael Taylor is using the Python computer programming language and machine learning (artificial intelligence) to develop an algorithm and quantum script that computationally expresses all possible versions of World Lines. After parsing each sentence in the poem and identifying branch points, words that are in common, Dr. Taylor is training a linguistic processor to choose world lines that are semantically logical to track how different topological paths move through a text map into different versions of the poem. A web interface will be generated where, after a text is loaded, a World Lines algorithm could find the branch points and do one of two things: 1) allow the reader to manually navigate along a world line, creating a new poem as a re-structured sample of the text that could be stored and studied, and 2) run a simulation and generate world lines that the reader could choose between in order to render new poems. Visual poetry and artwork are being generated from the data.
Phase 4 of the poem will involve creating a 3D art installation based on the poem.
Anticipated outcomes for Phases 3-4: computational poetry, visual poetry and artwork, evolution of quantum script writing, interactive web interface, investigation of quantum linguistics and information theory, educational tool in poetry and physics, 3D art installation.
The algorithm uses a theoretical model of a topological quantum computer as its poetic form to computationally perform quantum poetry by expressing all possible versions of the poem.
The first step involves parsing the text and identifying what I call branchpoints in the poem that correspond to words that repeat at least once.
The branchpoints allow the connectivity of the poem to be understood in the form of a network graph
Paths through this network can then be extracted from the directed acyclic graph associated with each branchpoint
Anyons, equal in number to the lines of text, are formed from segments of the directed acyclic graphs. Anyons are the building block of qubits used to generate variations of the poem from itself, creating a topological quantum computation in the process.
A first version has been developed in the form of an interactive app to explore 94 variants of the 8-line World Lines poem: