+3
It may be, but perhaps we will never achieve it.
It may be possible in the fourth dimension. In fourth dimension the perception of time and time itself is no longer linear. Let's say the timeline is just a straight line in 'our' 3D and assume you can't go backwards. Therefore, once you passed any point on it, you can no longer get back to it no matter what you do. You can travel faster (time works differently in space - as somebody mentioned the thing about you in a spaceship and getting back to Earth only to find out everybody you knew is dead), but there's no possibility you can travel backwards. Okay, let's go to 4D now. Our assumption that you can't go backwards is still true, but let's imagine that time itself is no longer a line in 4D, but a circle. As you know, if you start from any point of the cycle, you can get back to it only going forward. You still can't go backwards, but since you used another definition of time, you achieved the possibility to actually reach that point again. Of course, the circle would have to grow bigger and bigger as time passes, but this example is only to prove a point that using other means and knowledge you can achieve something that wasn't possible before. And in this example we were still staying in 2D. What if we used any 3D figure. We would be able to get to the point we wanted to get back to with utmost easiness and we'd also have a very easy time moving in every direction. I know this example may be nonsense, but it's just to illustrate my point.
Now let me give you another example to make you think about it. Take a piece of paper and draw a square. Then draw a circle inside of it and then draw a stickman outside of the square, next to it. Now draw a horizontal line (ground), on which both the stickman and the square 'stays'. From the stickman's point of view, there's no circle. It just doesn't exist. He also only sees at most two 'sides' of the square (because it's way bigger than the stickman itself, so he can't jump over it, so he could see what's on the 'other side'. In other words, from his perspective, there's only a vertical line and a horizontal line (ground) on the same level as the 'foundation' of the square. However, from our perspective (we are gifted with 3D), there is the stickman, ground, square AND the circle. We see more things, because we are in 3D, not 2D as the stickman. Now imagine if we could see in 4D. And think how many new things would there be to behold.