(P ∧ Q) + --> (P ∧ Q) = . If P and Q happen now then they are simultaneous.
Q< ∧ R2< . Q happened today and R happened this year.
(P ∧ Q) < X . P and Q happened today, in sequence.
Q4< --> Q5< . If Q happened one century ago, then Q happened in the Christian era.
S5< V S6< . S happened in the Christian era or S happened before the Christian era.
< It happened today
2 < it happened this year
3 < it happened a decade ago
4 < it happened a century ago
5 < it happened in the Christian era
6 < it happened before the Christian era
+ It happens now
> It will happen little probably
2 > It will happen probably
3 > It will happen very probably
= Simultaneous
X Sequential, in sequence
The Philochron Logic is the symbolic description of time.
The logical connectives are:
The basic propositions of the Philochron Logic are:
B ∧ D --> T, If there is becoming and duration then there is time.
Si hay devenir y duración entonces hay tiempo.
T --> B ∧ D, Time implies (contains) the becoming and duration.
El tiempo implica (contiene) el devenir y la duración.
