Follow the published construction into its registered claims, then explore reviewed research questions, attempts and the connections that remain open.
Interlocking clocks
The published foundation in this area
23 authored claim references lead into the original ledger and paper sections. This source record remains available even where no separate reviewed research packet is attached.
TFPT uses several distinct algebraic clocks and transfers: Coxeter period 30, phase automorphisms, an order-12 compiler action, and separate relaxation factors. Their mathematical periods do not by themselves define physical duration.
Starting structure in the Atlas orientation
Known structures include finite actions: Coxeter number 30, μ4 on phase data, an order-12 compiler action, and separate relaxation rates.
Which connection is sought
The open work is a common source derivation, event interpretation, and a parent realizing one time rule for matter, boundary, and instruments.
How it connects
Clock actions organize E8/code readouts and event sequences; algebraic orders are neither measured seconds nor proofs of dynamics.
Transport normal spin index to the complete original circle source
Sufficient exact transport on reducing product image is proved,without literally identifying normal equator and tangential circle. Original identification and horizontal connection remain to derive. More generally a closed normal Fredholm operator with its true adjoint suffices;original doublet multiplicity does not replace complex kernel rank.
For a new attempt: Supply actual original kernel family with connection and closed domains. A moving fiber requires the proved offdiagonal term;vertical degree or face phase does not select diagonal holonomy.
Extend ordinary one-dimensional Fredholm factor to full normal product
Full projection change fails L1 already at one circle index;thermal tails do not repair it. Circle theorem remains valid on reducing image.
For a new attempt: Supply an originally justified relative regularization and whole response including complement;index transport alone is insufficient.
Use bosonic doublet multiplicity as a single complex circle index
For a retained complex SU2 doublet and scalaru I_M,r=2,index2 and factor(1-z)^2. Species countone does not change this ordinary trace.
For a new attempt: Prove actual source representation and trace,or an original different clutch or exterior-power map;do not delete a component without group and field map.
Reuse existing elliptic cover correspondence retaining full C4 data
Concrete maps connect j0 and j1728 through the same existing curve;paired images are exactly C6 and retain mixed clock12.
For a new attempt: For complete source additionally transport C4 sign,peripheral data,spin and actual fields/connection;do not substitute clock order for cover information.
Connect whole native clock in centralizer of existing split connection
Global lift already existed;intersection with whole native clock class and connection centralizer is constructively nonempty and torally completely12of243.
For a new attempt: For actual original source jointly transport connection,marks,potential,domain and any extra family connection;do not rebuild mathematical existence.