Week 11 Practical: The unifying fourth-dimensional hypothesis
The framework most cases in the corpus are currently read against — presented as leading, not settled, and held to the same falsifiability standard as every framework in week 10.
3 May 2027
Before the practical#
Bring week 10’s falsifiability standard — this week applies it to one more framework, not a different standard.
In the practical#
The fourth-dimensional hypothesis holds that a structurally-adjacent higher-dimensional space intersects ordinary space at specific, unstable points, and that most of the corpus’s convergent triggers — thresholds, counts, timing — mark where that intersection is currently unstable, rather than being independent phenomena in their own right. It’s the framework most current cases get read against informally, including, off the record, some of this course’s own on-campus cases from weeks 5–6.
“Leading” is not “settled”: the practical spends as much time on the corpus cases that resist this reading as on the ones that fit it, and treats a colleague’s published dissent from the hypothesis as data rather than noise.
Afterwards#
No submission this week. Next week’s capstone brief asks you to design a countermeasure protocol grounded in the course’s classification and countermeasure material — a position on this hypothesis may inform that design, but the deliverable is the protocol, not a verdict on the theory.
The spec
What you bring to the session. Written so a reader can tell whether it has been met without asking you.
- you can state the fourth-dimensional hypothesis's core claim without overstating it as settled
- you can name the strongest single piece of convergent evidence for it, and the strongest case that doesn't fit it
- you can explain why this course presents it as contested despite it being the leading framework
Teaching team
- Dr. Perpetua Solano — Course Convenor, Applied Anomalology (SLOP3646)