In this paper, we are trying to control model behaviors. For example, by asking saying "You hear someone making fun of a topic you're passionate about", we can control an LLM to behave in an angrier manner. We can also control "any" behaviors of an LLM by simply defining a one-liner of description. The teaser below shows the scope of our method -- SelfControl.

TL;DR: We propose a novel framework, Self-Control, to control LLMs' behaviors. By appending suffix strings, e.g. "Is the above response helpful? Please answer Yes or No" to self-judge and optimizing the corresponding suffix score, we obtain the suffix gradients w.r.t the model hidden states and directly modify the states to control model behaviors on-the-fly. We then compress the gradients into a Prefix Controller, to enable controlling for any behavior target without additional cost. Our experiments demonstrate its efficacy and the exploratory study hints some potential mechanistic interpretability using suffix gradients.

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Colab demo: link

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Summary of Paper

There are two parts in our framework of SelfControl. The first part is a training-free method and the second part is a parameter-efficient module.

The idea of the first part is straight-forward -- we wanted to control model behaviors through representation/activation engineering^[1], but in a different way from the RepE paper. We thought gradients may be more flexible and provide more possibilities. Thus we tried appending some strings and then obtain the gradients using the so called "suffix score", which is free from the need to collect an annotated dataset. We call them "suffix gradients". This by the way picked up the topic of "self-improve/self-judgment", which has garnered much interests.

Based on this idea, we built up an iterative framework: 1) We need to define the control direction by selecting suffix string and target (step 2 in the figure); 2) branch the first token and sample the response with the highest suffix score at each iteration (step 1/4 in the figure), and 2) obtaining gradients based on that response, find a proper step-size for the gradients, and then control the model (add them to the hidden states at the positions of input tokens, step 3 in the figure). Step 3 and 4 form the iteration loop. The optimization objective is thus to maximize the suffix score shown below:

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