1. Legal Standing. 2. Safety Awareness. 3. Economic Viability. 4. Theoretical-Empirical Relationship. 5. Technological Feasibility.

We need to note that there are several different relationships between the mathematics of physics and the physics of the real world.

The first relationship and most common type is that several different types of equations in physics describe the same physics of the world.  Gravity is a great example. The three mathematical theories on gravity are relativity, quantum and string theories. All three model the same single physical phenomenon, gravitational fields. So if one is correct than the other two must be wrong. All three cannot be correct. So which is it?

Just for argument sake, there is another alternative — all three are wrong. But wait didn’t all those experiments and observations prove that General Relativity is correct? Remember for argument’s sake, that proving that something fits the experimental observation does not mean that is how Nature works. That is why theoretical physicists spend so much time, money and effort considering alternatives like quantum and string theories.

The second relationship is that different mathematical descriptions can be ascribed to different parts of a physical phenomenon. For example Einstein’s General Relativity describes spacetime as tensor calculus, a very complex mathematical model which he did not get right on his first attempt. General Relativity addresses the question of gravity’s source as an energy-momentum tensor. To put it simply, these equations are complex.

Whereas in my work I realized at some point during my investigation into gravity modification, that to develop technologies that could modify gravity we needed a mathematical equation (g=τc²) that would describe the phenomenon of gravitational acceleration without needing to include mass. I discovered this equation, g=τc², after very extensive numerical modeling of gravitational accelerations in spacetime, where tau, τ is the change in time dilation divided by change in distance (for more look up my Physics Essays paper, “Gravitational Acceleration Without Mass And Noninertia Fields”). Consider how elegantly simple this equation is and without mass we can now replace the source with something more technology friendly.

And the third type of relationship is the mathematics of physics that cannot or cannot yet be verified with experimental evidence. String theories are great examples of this. From what I know, there is nothing in the string theories (which have not been borrowed for quantum mechanics) that is experimentally verifiable. And yet we go on. Why?

Consider this. The experimental evidence proves that nothing with mass can be accelerated past the velocity of light (aka Lorentz-Fitzgerald transformations), and yet Dr. Eric Davis agrees with Dr. Richard Obousy that using string quantum theory that the maximum velocity one can reach is 10^32 x c (100,000,000,000,000,000,000,000,000,000,000 x velocity of light). Now what would you believe, experimental evidence or mathematical conjecture?

Now, do you agree that that mathematics has become so sophisticated and so very successful that it can be used to prove anything and everything, and therefore, the loss of certainty that mathematics can provide reasonability in guidance and correctness in answers to our questions in the sciences?

Don’t get me wrong. Mathematics is vital for the progress of the sciences, but it needs to be tempered with real world experimental evidence, otherwise it is just conjecture, and retards our search for interstellar travel technologies.

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Benjamin T Solomon is the author & principal investigator of the 12-year study into the theoretical & technological feasibility of gravitation modification, titled An Introduction to Gravity Modification, to achieve interstellar travel in our lifetimes. For more information visit iSETI LLC, Interstellar Space Exploration Technology Initiative.

Solomon is inviting all serious participants to his LinkedIn Group Interstellar Travel & Gravity Modification.