Optimize continuous visual prompt vectors with projected gradient descent and auditable constraint diagnostics.
Scanned 9/9/2026
Install to Claude Code
npx -y skills add VectorSpaceLab/AREX-Skill --skill visual_pgd_prompt_optimizer --agent claude-codeInstalls into .claude/skills of the current project.
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---
name: visual_pgd_prompt_optimizer
description: Optimize continuous visual prompt vectors with projected gradient descent and auditable constraint diagnostics.
---
# Visual PGD Prompt Optimizer
Use this skill when reconstructing the visual adversarial example mechanism from the paper: a frozen model receives a trainable visual input, the visual input is optimized against target text/corpus loss, and optional `L_inf` projection keeps the adversarial prompt near a benign image. This skill is safe for tiny surrogate losses and does not require real VLM weights.
## Inputs
- `initial`: numeric vector representing the benign visual prompt.
- `target`: numeric vector or target direction for a differentiable surrogate objective.
- PGD parameters: `steps`, `step_size`, optional `epsilon`, and optional bounds.
- A caller-provided loss/gradient function, or the built-in quadratic surrogate.
## Outputs
- `params_before` and `params_after` for validation-compatible traces.
- `loss_before`, `loss_after`, and full `losses` trajectory.
- Constraint diagnostics including maximum `L_inf` distance from the initial vector.
## Workflow
1. Keep model/surrogate parameters fixed; update only the visual vector.
2. Compute gradients of the configured loss with respect to the visual vector.
3. Take signed or direct gradient-descent steps.
4. Project the vector into the `L_inf` ball when `epsilon` is provided.
5. Record loss and parameter changes so recovery can prove that optimization actually ran.
## Validation
Run:
```bash
python scripts/pgd_optimizer.py --self-test
```
The tests verify loss decrease, parameter changes, and projection under an `L_inf` constraint.
## Limitations
The built-in objective is a deterministic proxy for recovery. Full paper reproduction requires a VLM likelihood loss and model-specific image preprocessing.
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