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Black Holes Dynamics: A Quantum Tachyonic Gravity Interpretation

Author: Angeli, Nazareno
Publisher: Zenodo
DOI: 10.5281/zenodo.17338278
Source: https://zenodo.org/records/17338278/files/Information_Conservation_Frequency_Synchronization_QTG.pdf
In o ma ion Conse a ion ia F equency Synch oniza ion in QTG
Abs ac
This commen a y in oduces he concep o equency synch oniza ion as he mechanism
p ese ing in o ma ion con inui y in Quan um Tachyonic G a i y (QTG). Ra he han
ea ing in o ma ion as a localized quan i y s o ed in ba yonic ma e , QTG p oposes ha
in o ma ional s uc u e is p opaga ed h ough phase and in e e ence modula ion wi hin
he achyonic ield. Du ing ba yonic– achyonic ansi ions, such as black hole abso p ion o
pa icle decohe ence, in o ma ion is no des oyed bu e-exp essed as pe sis en equency
pa e ns p opaga ing as e han ligh h ough he ield con inuum. This model ein e p e s
en opy as un esol ed in e e ence, esol es he black hole in o ma ion pa adox, and
e ames quan um decohe ence as local phase alignmen a he han wa e unc ion collapse.
1. P opaga ion Ins ead o S o age
In Quan um Tachyonic G a i y, in o ma ion does no eside in localized pa icles o disc e e
quan a. Each oscilla ion’s phase, ampli ude, and in e e ence pa e n encode he p e ious
con igu a ion o he sys em. When a ba yonic o m decohe es in o achyonic mo ion, i s
signa u e pe sis s as a modula ed wa e on ha sp eads ou wa d, embedding i s
equency imp in in o he su ounding ield.
2. En opy as Un esol ed In e e ence
En opy, unde his in e p e a ion, quan i ies he deg ee o phase incohe ence a he han
diso de . A high-en opy sys em co esponds o a dense in e e ence la ice whose
equencies ha e no ye synch onized wi h he ield’s equilib ium. As ebalancing p oceeds,
in e e ence educes, and in o ma ion ein eg a es in o he uni e sal spec um.
3. Con inui y Ac oss he C-Bounda y
The ield’s achyonic subs a e ensu es ha no oscilla ion e mina es ab up ly a he ligh -
speed limi . Ins ead, ba yonic collapse ansi ions he in o ma ional con en in o a as e -
han-ligh modula ion domain. The e en ho izon o C-bounda y hus ac s as a phase
ansla o , no an abso be .
4. Implica ions
- Black Hole In o ma ion Pa adox: In o ma ion is edis ibu ed as achyonic in e e ence
wa es p opaga ing h ough he ield con inuum.
- Quan um Decohe ence: Appa en wa e unc ion collapse co esponds o local phase
alignmen wi h he b oade ield, no o in o ma ion des uc ion.
- Cosmic Memo y: E e y e en lea es a pe sis en ha monic ace in he achyonic ab ic,
o ming a con inuous, dynamic eco d o all ield in e ac ions.