Bashar describes a mathematics of time that is not based on linear progression (t1, t2, t3) but on probability fields and resonance patterns. In this system, 'past' and 'future' are coordinates in a probability space, not fixed events. The 'distance' between two moments is measured not in seconds but in the degree of vibrational similarity. Bashar suggests that advanced civilizations navigate time not by moving along a line but by shifting probability fields—choosing which probable now-moment to experience. This is the mathematical basis for his teaching that you can 'change the past' by altering your current frequency, which retroactively shifts the probable past that connects to your present. He acknowledges that this math is currently beyond human formal systems but can be intuited through meditation and dreamwork. The key concept is that time is not a river but a vast ocean of simultaneous moments, and you are not drifting but selecting.
Non-Linear Time Mathematics: Calculus of Parallel Probabilities
SCI-018 Deep · B
Controversial Content
科學衝突
Translation Note
術語對照：Non-Linear Time Mathematics → 非線性時間數學；Probability Fields → 機率場。此為巴夏時間理論的數學化表述，與Hugh Everett的多世界詮釋有概念親緣。
術語對照：Non-Linear Time Mathematics → 非線性時間數學；Probability Fields → 機率場。此為巴夏時間理論的數學化表述，與Hugh Everett的多世界詮釋有概念親緣。