AbstractPhila PRO
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After a very long set of days, with multiple setbacks, I have found a potential direction using a type of modulation attention I haven't named yet, in direct association with transformer structural boundaries.
This attention is essentially based on a form of geometric modulation and gated based on differentiation. This is likely one of the building blocks for a replacement to a hard-trained set of weights - instead formatted into one of the first legitimate safety-nets built specifically for geometric attenuation.
Experiments show a multitude of potential limitations. Those potentials are destroying certain objectives and combining others into new processes, rather than letting the original design sit in concrete. Everything must conform to the math, not the math conform to the everything in this structure.
The entire concept here is narrowing down the problem into a regressed solution that makes the most complementary sense to the least potential requirement of hardware in order to achieve the necessary goals.
I must sincerely apologize for not solving this problem quickly.
This will take time. Without the approximator it's going to be considerably slower, but this model I begin training will be providing the approximations in a different way over time. As iterations progress, the system will conform to a huge array of geometric potentials and be capable at predicting those, but it will not be as powerful as the full patchmaker up front, and it will be slow training.
If I can get my hands on a cluster of A100's or H100's for a measure I'll make a post immediately, until then I must default to the slower process.
I really banked that the smaller version would have worked, but it simply couldn't hold complex topological shape without the correct boundaries being learnable AND endure entropic decay simultaneously. The only way to have a predominant shot at a full geometric shared language, is to make those boundaries learnable in the full spectrum of potentials, or at least more than I have placed on it.
I'll be refining my process in the coming days further, and I do apologize for pre-emptively announcing a potential that I have yet to fully explore.
There will be a full upgraded 38 shape geolip patchwork trained asap to fully encompass the Flux 1 AE spectrum, and another trained for SD15, SDXL, and Flux 2's VAE as well. These will accommodate DIRECT complex geometric patchwork learning, but not to the scale as promised yet. Autoregression is a complex mistress as many of you know, and I will be spending a great deal of time and compute analyzing all of the information required to build a uniformly useful and powerful autoregression patchwork to utilize as invariance to teaching.
The small model did not breach a certain level of accuracy as required by my specifications, so I've defaulted to harvesting information from AI models until I get the comparative bounds required for a useful topology.
This will take time. Without the approximator it's going to be considerably slower, but this model I begin training will be providing the approximations in a different way over time. As iterations progress, the system will conform to a huge array of geometric potentials and be capable at predicting those, but it will not be as powerful as the full patchmaker up front, and it will be slow training.
If I can get my hands on a cluster of A100's or H100's for a measure I'll make a post immediately, until then I must default to the slower process.
I really banked that the smaller version would have worked, but it simply couldn't hold complex topological shape without the correct boundaries being learnable AND endure entropic decay simultaneously. The only way to have a predominant shot at a full geometric shared language, is to make those boundaries learnable in the full spectrum of potentials, or at least more than I have placed on it.
I'll be refining my process in the coming days further, and I do apologize for pre-emptively announcing a potential that I have yet to fully explore.
It's too small to just finetune something with ablation, it'll likely lose a huge percentage of it's behavior and become highly unstable in unseen ways.
Not to mention it's multimodal, accepting images AND videos for processing... There's no telling what sort of damage shared space will have when trained with ablation reinforcement without providing adjacent behavioral supplementation to it.
QWEN 3.5 Residual Thinking Embeddings: How Language Models Transform Text Through Deliberative Generation
0.8B and I are going to be good friends.
I've managed to condense a prototype to substantially smaller size but it's not as accurate as the original due to the generic topology being more challenging. I'm working it out though.
I've figured many new formulas based on the results of the last, which enable more deterministic projection rather than requiring the learning process to be so dispersed among many different subsystems.
I've also managed to form a 5d deterministic projection scaffold that should enable the entire structure to be even smaller, assuming I can work out the edge cases.
It's considerably cheaper than expected to keep volume valid. This seems like a partial regression for now but I can improve it a bit before heading back in the original direction. Hopefully it's worth the time spent on the potentially improved more sleek structure.
The smaller one can handle more shapes, considerably more shapes per scene, at a much higher complexity than voxel association. This has drawbacks though, namely these are essentially a gate set for now and the gates aren't perfect. These CAN find the correct potential, however the subprocessing isn't enabled yet, meaning our little 400k param set here is powerful but in a different kind of way.
I've started making pushes to include the missing pieces, so the colab will start to comply to the training regime and the geovocab2 will no longer be required.
The majority of the geovocab2 specific formulas and factories used will be directly represented in the vocabulary directory, which will be optimized to a better state than the originals. They will include both numpy and torch synthesis, as well as numpy and torch optimizations for worker creation and transforms.
With this I will include the more robust shape factory from the original, and expand it to include deformation perturbation. This will be a learned behavior of the model, which will allow the deformation of shapes to be directly aligned and trained in bulk along with multiple overlapping shapes, multiple sectorized shapes, sub-shapes, deviant shapes, and everything related directly to shape pooling rather than using hard-set spectra of shapes projected into space.
These patches will essentially be alignment sectorization in their first states for the first 8piece prototype of the chunk, as I can train that on the currently available G4 issued by COLAB.
This is a required element for increasing the learner to full definition capacity, and is a required hurdle before the patchwork can be expanded to a full chunk. The experiments are promising leading to this point, and as I snap pieces together from the successful experiments the system will begin to converge exactly where the expectation rests.
After that, it's just a matter of expanding upward to the necessary architecture and introducing the weights in sequential linear interpolative sequencing, which is something transformers are uniquely capable at handling with minimal calculations after the pre-calculations.
So far so good.
I'll be running multiple alucard fusion ablations on the patchwork before defaulting to the dual-stream slit-light superposition crystal topology architecture that I've proven works for the smaller patchmaker. My hope is that I can approximate the behavior in a more concise way without requiring the full spread of geometric globalization, but there's no guarantees yet. This could save a huge chunk of training time if it works, and alucard's scheduling internal step system will have a place. This may cut a huge percentage of the overall followup training, potentially allowing for the training on less machines. The topology architecture may be fully required, so hopefully I can just avoid all through some clever math and be done with it.
Avoiding the full multi-tower Beatrix oscillation system would be absolutely fantastic, but I think the predictions afforded by the system may be fully required, and the oscillation system will likely need to be tuned into a new form for this use case as well.
I do apologize for the nasty code, but Claude tends to be very difficult to make cooperate if you drive the code too far from Claude's context window. Much of my organization has helped but not enough, but Claude DOES afford rapid prototype capacity. The current repo itself houses a mostly incomplete representation of the outcome, but I want to make sure at least SOME of the formulas align before I start pushing further iterations.
Fair organization can be found in the router section of the geofractal router, the hierarchy spectrum of the geovocab, and the entire system of the pytorch-wide-compiler. They are ugly though and evolved in their own way, I just let Claude work sometimes because otherwise it would take 4x as long to organize in a reusable fashion.
MOST of the code compiles, but I believe there's some .item() edge cases in the current code that causes graph breaks. I'm working on it.
I'll HOPEFULLY be pushing a fairly organized update to the geolip repo this afternoon with a more complete interpretation of the subsystems, but the formulas aren't perfect yet. I have a couple prototype patchmakers in training but they have some bugs. I'll try to keep them organized.
I need to clean up this sewer honestly, the code got nasty. It's more often fast than not. Might be worth porting all classes directly to the geolip repo, which will centralize for AI development rather than have everything out in divergent systems.
In the gaming industry we call this "YOUR PRODUCER IS CONFUSED AND MAD BECAUSE TECH DEBT"
It's coming together, but the repo is pretty outdated.
Its effective computation is associative recall. Outputs are selected from memory rather than produced through internal transformation. A reasoning system must evolve internal state before emitting an answer:
genui{"math_block_widget_always_prefetched":{"content":"\frac{dx}{dt} = F(x,t)"}}
Without state evolution, responses remain recombinations.
The Hamiltonian is measured but not used to guide cognition. True reasoning requires optimization across trajectories:
genui{"math_block_widget_always_prefetched":{"content":"H = T + V"}}
Energy must shape evolution, not remain a passive metric.
Criticality regulation is also missing. Biological systems maintain coherence near a critical branching ratio:
genui{"math_block_widget_always_prefetched":{"content":"\frac{d\sigma}{dt} = \alpha (\sigma_c - \sigma)"}}
Without push–pull stabilization, activity fragments or saturates. Research suggests roughly 60 effective connections per neuron are needed for coherent oscillation. Below that, the system behaves as isolated retrieval islands.
Current metrics show partial integration. Phi < 1 and entropy remains elevated. The system integrates information but does not dynamically transform it.
To move from retrieval to reasoning, the architecture needs an internal multi-step simulation loop, energy minimization across trajectories, enforced coherence thresholds, and higher-order interactions beyond pairwise attention. The required shift is architectural, not just scaling. Answers must emerge from internal dynamical evolution rather than direct memory selection.
Is it ensemble or hierarchical?
I actually think I found a series of solutions for this exact problem using a Claude skill without waiting for Opus 4.7.
It doesn't change the baseline though, so beware.
The Slop Code Problem: A Field Guide to Working With Your LLM Coding Companion
https://github.com/AbstractEyes/glip-autoencoder
To tinker with the topology directly you can play with it here, though I admit it's imperfect in this form - it's quite the tinker toy to see the effects of patching.
https://claude.ai/public/artifacts/697287e4-fa18-4753-8b57-904d5e2022ed
This is the repo that will contain the next experimental stage, which is based entirely on the research and structural boundaries applied by said research. It'll be a little rigid while I get Claude set up.
In order to directly train these layered topological response patchworks you must install and use the geovocab2, geofractal, and wide_compiler repos.
This is due to the wide_compiler's wide_linear high-speed efficiency for ensemble processing, the geovocab2 factory structure with multiple formulas including highly efficient designs meant for kernel compilation, and a series of reusable utilities in geofractal including some of the more complex losses and difficult to optimally tune gate structures surrounding them.
Many of the underlying formulas are outlined here;
AbstractPhil/geometric-experiment-history
Utilization and training USING the pretrained or untrained geolip patchwork will be as simple as loading the model in pytorch and will not require external dependencies of the geolip package, numpy, or pytorch depending on the task. It will come packaged with recommended losses but I encourage experimentation because I simply cannot cover all spectrums.
More details to come as development progresses. The system is coming together and the state of the utilizable autoencoder will be ready within a couple weeks. The entire system is built for convenience and reusability, so the structure will be built similarly to autoencoder systems that currently exist, with a few tweaks here and there for important elements - so the interface will be familiar to those who use it.