Produced by: Manoj Kumar
A peer-reviewed study confirms the mathematical feasibility of time travel using closed time-like curves (CTCs), as posited by Einstein.
Germain Tobar and Fabio Costa found a middle ground resolving paradoxes in time travel scenarios, showcasing freedom within deterministic systems.
The study proves that causality remains intact even if events are recalibrated to avoid inconsistencies, such as the classic “patient zero” example.
Small actions in the past won’t lead to catastrophic paradoxes; instead, events adjust to maintain causal order, offering stability to time loops.
Tobar compares the outcomes to the monkey’s paw—actions have consequences, but paradoxes are avoided by recalibration of events.
The findings align with quantum principles and random walk mathematics, connecting time travel theories to broader physics models.
The study concludes that time travel allows local free choice, disproving the notion that it undermines determinism.
Stopping patient zero from COVID-19, as per the study, would only recalibrate events, potentially turning you or someone else into patient zero.
The study suggests time travel could one day become a reality, enabling experimentation without catastrophic world-ending risks.