Mathematics is the alphabet with which God wrote the universe - Galileo Galillei
One of the most recurring themes in science fiction is time travel. The ability to travel backwards and forwards through the ages would a most powerful asset. Except it would be if it weren't for the huge paradoxes involved. Like the classic grandfather paradox. If you  were to go back in time and kill your grandfather when he was just a boy, you would have never been born. But if you had never been born, who killed your grandfather. Well countless movies and books have been written using time travel as a part, from H.G Wells' The Time Machine to James Cameron's Terminator

It's to clear up the paradoxes.

Let's say you have a time line. A horizontal, ordinary straight line. It might help if you draw this on a piece of paper. Put a dot on the right end of the line. That's where we are now in time. So time moves from left to right. Go to a point on the line, and starting there, draw another line branching away from the main time line. Label the first dot  C (the one where we are now in time). Label the point at which the line branches away B. And now label the end of the branch off A. You should now have a picture like the one that follows.

Say that you are at point C, and go back in time to point B. As soon as you go back and start altering time, a new time-line starts branching off along the line of AB. To the people on this line (apart from the actual time travellers), AB would be to them like the main line is to us. When time travellers go back, they simply come back to our timeline.

But that could also mean that we are on a branch off.
Apart from that unsettling idea, this theory (advanced by me, someone else may have come up with a similar idea but if they did, I don't know about it) deals with the paradoxes normally set in with time travel.
 

[Home]-[About Cantamaths]-[Deep into Pi]-[Time Travel]
Copyright 1999 Nathan Adams