TIME ALGEBRA MY NEW

linear time algebra G is group of time with non empty set with operation o so G is closed under the operation t1ot2 elemnt fo G if G is present time or manifold of time where time is commincate with eeach other then t1(past)ot2(present)could beelong to g associative aaxiom:-> if t1 and t2 and t3 all time are are binary and dont stretc eahc other whther thyare negative psoitive and neutral then (t1ot2)ot3 = t1o(t2ot3) if there signal is telling they are not involving identity axiom ther exists such timee that belongs to G or g eot1=t1oe inverse axiom there is such time that exists in both uniforms telement of g and t2 element of g then t1ot2 = t2ot1=e

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