  Artin Presentation Theory, (AP Theory), is a new, direct infusion, via pure
braid theory, of discrete group theory, (i.e., symmetry in its purest form),
into the theory of {\it smooth} 4-manifolds, (i.e.,$(3+1)$-Quantum Gravity in
its purest topological form), thus exhibiting the most basic, rigorous,
universal, model-free intrinsic {\it gauge-gravity} duality in a
non-infinitesimal, cone-like graded, as holographic as possible,
model-independent, non-perturbative, background-independent, parameter-free
manner. {\it In AP Theory even smooth topology change becomes gauge-theoretic,
setting the stage for a rigorous smooth topological $(3+1)$-QFT of Dynamic Dark
Energy.} In this theory, the rigid $\infty$ of the dimension of classical
Hilbert space is substituted by the dynamic $\infty$ of the $\infty$ generation
at each stage of a cone-like graded subgroup of topology-changing
transitions/interactions. As a corollary, the Cosmological Constant problem and
the YM Millenium Mass Gap problem, two of the most perplexing main problems of
modern physics, become rigorously, intimately mathematically related, by having
the same qualitative {\it dynamical} roots. Ultimately our main point is
meta-mathematical, as far as modern physics is concerned: due to the discrete
group-theoretic conceptual simplicity of the theory, with its group-theoretic
'Planckian membrane/discreteness' starting point, {\it the fact that it is not
just a mere mathematical model,} and all its properties above, any other {\it
mathematically rigorous} approach has to built on AP Theory and be
topologically absorbed and enveloped by it.
