"Berman-Hartmanis Conjecture Separates NP From All Super-Poly. DTIME Classes" -- Worthy of arXiv.org? Do you believe this paper is worthy of arXiv.org? I have searched via Google, and to my knowledge, no one else has this result. I'm not asking you to fully scrutinize the paper, I'm just asking if you find it worthy of archiving.

The paper appears to be my first interesting result ... ever. I'm totally new to archiving/publishing. And, relative to others, I am rather green in the logical disciplines. I produced this paper on my own; I am not studying at any institution.

If you do find it worthy of arXiv.org, and if you do have endorser privileges for Computer Science, would you be willing to endorse me? My account name is "JakeT".

I am hoping that others will find this interesting. I do.
I'm glad you are interested in complexity but there are some issues in your paper. Your techniques relativize and there is an oracle relative to which the Berman-Hartmanis conjecture is true and NP = EXP. 

The main issue is that you can't do self-reference for time-bounded machines since you can't simulate and stay within the time bound.