AbstractPhil
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AI & ML interests
datasets, research papers, experimentation, vision, classification, text encoders, tokenization, llms, diffusion, distillation, and more.
Recent Activity
repliedto their post 2 days ago I approach the next stage with a potential fix for shared global context with local dynamic positional capacity. This involves a fixed position global rotary to represent the local dynamic offset rotary merged from independent components. Experimentally and empirically, the framing system now supports differential framing. This process means the core primary engineering limiter - merging, can properly stabilize, and guarantee a merged functional system does not lose that very learned capacity.
Think of this like, a lora that can be merged, providing that optimized learned structure, will preserve an effective structure post-merge and can continue to learn along a full finetune.
The earlier experiments needed something called a quiet loss, which used KL and micro batching to sample each system meant to be quiet while another learned. This has a large overhead cost and I've been planning a fix for this for some time.
The arms showed this has effective preservation, at a compounding overhead.
The solution here, is allocated aleph addressing space on the rotary planar. This experiment spans further back to a lensing experiment I ran some time ago, which enabled models to rotate away from latent space, modify the latent information in that space, then rotate back to the original space. The concept ran like a slug on a saltbed, so it was mothballed, but it did work.
This new concept is similar to that, except we do not rotate back. The rotary behavior exists as a direct positional offset, and with those offsets we anchor to the attention present within each component's offset.
With this we form a multi-spectrum fixed position offset using the dynamic positioning from the model itself. This will enable deep thought integration of each component without overhead cost.
This system here, this solution, will provide full MOE dynamic extension rather than partial, without the AMOE arm overhead.
Meaning, this engineering solution will solve current limits with beatrix. View all activity Organizations
view article One Address, Three Systems: The Formulas of AlephLM, AlephLLM and AMOE, and the Measurements That Set Them
AbstractPowered
• view article Scaling Beatrix: A 376-Million-Parameter Byte Model, the Arms That Followed Her Trunk, and the First Sliders in Pictures
AbstractPhil
• published an article about 2 months ago view article Twinning Beatrix: A Full-Splat Byte Model, Its Softmax Control, and What Reaches an Image Generator
view article Raising Beatrix: A Byte-Level Model's Measured Childhood
view article Agreement, Anchors, Addresses: A Week of Geometric Training
view article Geometric Memory FT4 — Distill Against a Consensus, Ship a Rotation
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view article The Loss Manifest: A Field History of Objective Functions, and What a Machine Can Actually Be Asked to Compute
view article Aleph Differentiation, Parts 3 & 3-D: Two Laws, Five Days, One Framework
view article The Aleph Moves Into a Pretrained Trunk: Relays, Registers, and the Two-Regime Dispatch Law
view article The Aleph Under Autoregressive Pressure: Bottleneck Priors, Sign Codes, and the Consumption Law
view article Subject Bucketing: Teaching a Diffusion Model New Prompt Languages Without Forgetting
AbstractPhil
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view article geolip-aleph-void: The First Relational Geometric Vocabulary Patchwork
view article Reading the Voids: Topological Contribution Signals in Frozen Geometric Codebooks
view article Fused Batched Thin SVD, Part II: Extending the Jacobi Pipeline to N=6 with Configurable Convergence
view article H2 Omega Confirmed, Paradigm Shift: Attempting to Disprove Omega As A Whole
AbstractPhil
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view article The Polygonal Omega: Trained Sphere-Solvers Are Projective Codebooks
AbstractPhil
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view article Three Geometric Bands in a Sphere-Normalized Patch Autoencoder
view article The Geometric Engine: Structural Attractors in Neural Network Weight Space