… Abstract: We suggest that holographic tensor models related to SYK are viable candidates
for exactly (ie., non-perturbatively in N) solvable holographic theories. The reason is that in …

… this example of twisted holography at finite N. Our strategy is to fist characterize the (classical
or quantized) algebra in the large-N limit and then find the finite-N algebra as the quotient …

In this thesis, we study one-dimensional, matrix-valued quantum mechanical models. These
models, exhibit numerous characteristics and can be used to study various problems. One …

… One finite N effect which is not discussed in this paper in detail is the emergence of an …
point towards an interpretation of the collective field theory for the fixed point models as a holo…

… exists also at weaker coupling and finite N. In the second part of this paper, we discuss the
interaction between impurities, which is a finite N effect but becomes important at low energies…

… We present a holographic construction of the large-N Bose-Hubbard model. The model is …
At finite hopping we find a holographic phase transition between the Mott phase and a non-…

… Although such approaches have been successful for various purposes, they have not
sufficiently demonstrated how to understand the emergent geometry in holography [9–11] because …

We study ring of functions on the (classical and quantized) phase space of $2 d $ BF theory
with the gauge group $\mathrm {GL} _N $ coupled to a $1 d $ quantum mechanics with …

… To define the continuum bilocal action at finite N, we must take V → ∞ at finite N, so the
approach above is not suitable, and we will describe a different approach here. We start with the …

… string and its excitations, finite N sectors of the theory are dual to … One approach towards
the finite N physics of the tensor … The projectors are labeled by Young diagrams and finite N …