From 61f1dc1e1ef4160f8d64e34f1d410679a953d000 Mon Sep 17 00:00:00 2001 From: Siddharth Mishra-Sharma Date: Sun, 10 Mar 2024 22:39:54 -0400 Subject: [PATCH] Add overview fig --- notebooks/manifold.pdf | Bin 0 -> 159232 bytes notebooks/xx_manifold.ipynb | 105 ++++++++++++++++ paper/hubble_paperclip.bib | 104 ++++++++++++++++ paper/hubble_paperclip.pdf | Bin 6690133 -> 7861891 bytes paper/hubble_paperclip.tex | 237 ++++++------------------------------ paper/plots/figure.pdf | Bin 0 -> 1180290 bytes paper/plots/pro.afdesign | Bin 0 -> 10910658 bytes 7 files changed, 245 insertions(+), 201 deletions(-) create mode 100644 notebooks/manifold.pdf create mode 100644 notebooks/xx_manifold.ipynb create mode 100644 paper/plots/figure.pdf create mode 100644 paper/plots/pro.afdesign diff --git a/notebooks/manifold.pdf b/notebooks/manifold.pdf new file mode 100644 index 0000000000000000000000000000000000000000..0f12bcf2edf9052797bf225a403cbba34ebe15dd GIT binary patch literal 159232 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "from mpl_toolkits.mplot3d import Axes3D\n", + "\n", + "# Generate grid points\n", + "x = np.linspace(-5, 5, 200)\n", + "y = np.linspace(-5, 5, 200)\n", + "x, y = np.meshgrid(x, y)\n", + "\n", + "# Set the vertical separation distance\n", + "dx = 0.1\n", + "rnd = 0.04\n", + "\n", + "# Define the 2D manifold equations for the top plane (blue)\n", + "z1 = np.sin(x) * np.cos(y) * rnd + dx\n", + "\n", + "# Define the 2D manifold equations for the bottom plane (red)\n", + "z2 = np.cos(x) * np.sin(y) * rnd - dx\n", + "\n", + "# Create a new figure and 3D axis\n", + "fig = plt.figure(figsize=(8, 6))\n", + "ax = fig.add_subplot(111, projection='3d')\n", + "\n", + "# Plot the top 2D manifold surface (blue)\n", + "ax.plot_surface(x, y, z1, color='cornflowerblue', alpha=0.3, rstride=1, cstride=1, linewidth=0, antialiased=True, rasterized=True)\n", + "\n", + "# Plot the bottom 2D manifold surface (red)\n", + "ax.plot_surface(x, y, z2, color='firebrick', alpha=0.3, rstride=1, cstride=1, linewidth=0, antialiased=True, rasterized=True)\n", + "\n", + "# Remove the grid lines\n", + "ax.grid(False)\n", + "\n", + "# Turn off axis labels\n", + "ax.set_xticklabels([])\n", + "ax.set_yticklabels([])\n", + "ax.set_zticklabels([])\n", + "\n", + "# Turn off ticks\n", + "ax.set_xticks([])\n", + "ax.set_yticks([])\n", + "ax.set_zticks([])\n", + "\n", + "ax.set_xlim(-5, 5)\n", + "ax.set_ylim(-5, 5)\n", + "ax.set_zlim(-0.7, 0.7)\n", + "\n", + "# Set the background color to white\n", + "fig.patch.set_facecolor('white')\n", + "\n", + "# Display the plot\n", + "plt.tight_layout()\n", + "\n", + "# Rasterize the 3D plot for better quality and save\n", + "plt.savefig('manifold.pdf', dpi=150, bbox_inches='tight')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "cfm", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.12" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/paper/hubble_paperclip.bib b/paper/hubble_paperclip.bib index 038d48a..2bde931 100644 --- a/paper/hubble_paperclip.bib +++ b/paper/hubble_paperclip.bib @@ -349,4 +349,108 @@ @inproceedings{deng2009imagenet pages = {248--255}, year = {2009}, organization = {Ieee} +} + +@article{slijepcevic2024radio, + title = {Radio galaxy zoo: towards building the first multipurpose foundation model for radio astronomy with self-supervised learning}, + author = {Slijepcevic, Inigo V and Scaife, Anna MM and Walmsley, Mike and Bowles, Micah and Wong, O Ivy and Shabala, Stanislav S and White, Sarah V}, + journal = {RAS Techniques and Instruments}, + volume = {3}, + number = {1}, + pages = {19--32}, + year = {2024}, + publisher = {Oxford University Press} +} + +@article{vig2024finetuning, + title = {Finetuning Foundation Models for Joint Analysis Optimization}, + author = {Vig, Matthias and Hartman, Nicole and Heinrich, Lukas}, + journal = {arXiv preprint arXiv:2401.13536}, + year = {2024} +} + +@article{walmsley2022towards, + title = {Towards galaxy foundation models with hybrid contrastive learning}, + author = {Walmsley, Mike and Slijepcevic, Inigo Val and Bowles, Micah and Scaife, Anna MM}, + journal = {arXiv preprint arXiv:2206.11927}, + year = {2022} +} + +@article{stein2021self, + title = {Self-supervised similarity search for large scientific datasets}, + author = {Stein, George and Harrington, Peter and Blaum, Jacqueline and Medan, Tomislav and Lukic, Zarija}, + journal = {arXiv preprint arXiv:2110.13151}, + year = {2021} +} + +@article{stein2022mining, + title = {Mining for strong gravitational lenses with self-supervised learning}, + author = {Stein, George and Blaum, Jacqueline and Harrington, Peter and Medan, Tomislav and Luki{\'c}, Zarija}, + journal = {The Astrophysical Journal}, + volume = {932}, + number = {2}, + pages = {107}, + year = {2022}, + publisher = {IOP Publishing} +} + +@article{hayat2021estimating, + title = {Estimating galactic distances from images using self-supervised representation learning}, + author = {Hayat, Md Abul and Harrington, Peter and Stein, George and Luki{\'c}, Zarija and Mustafa, Mustafa}, + journal = {arXiv preprint arXiv:2101.04293}, + year = {2021} +} + +@article{hayat2021self, + title = {Self-supervised representation learning for astronomical images}, + author = {Hayat, Md Abul and Stein, George and Harrington, Peter and Luki{\'c}, Zarija and Mustafa, Mustafa}, + journal = {The Astrophysical Journal Letters}, + volume = {911}, + number = {2}, + pages = {L33}, + year = {2021}, + publisher = {IOP Publishing} +} + +@article{huertas2023brief, + title = {A brief review of contrastive learning applied to astrophysics}, + author = {Huertas-Company, Marc and Sarmiento, Regina and Knapen, Johan H}, + journal = {RAS Techniques and Instruments}, + volume = {2}, + number = {1}, + pages = {441--452}, + year = {2023}, + publisher = {Oxford University Press} +} + +@article{slijepcevic2022learning, + title = {Learning useful representations for radio astronomy" in the wild" with contrastive learning}, + author = {Slijepcevic, Inigo Val and Scaife, Anna MM and Walmsley, Mike and Bowles, Micah}, + journal = {arXiv preprint arXiv:2207.08666}, + year = {2022} +} + +@article{bowles2022new, + title = {A New Task: Deriving Semantic Class Targets for the Physical Sciences}, + author = {Bowles, Micah and Tang, Hongming and Vardoulaki, Eleni and Alexander, Emma L and Luo, Yan and Rudnick, Lawrence and Walmsley, Mike and Porter, Fiona and Scaife, Anna MM and Slijepcevic, Inigo Val and others}, + journal = {arXiv preprint arXiv:2210.14760}, + year = {2022} +} + +@article{bowles2023radio, + title = {Radio galaxy zoo EMU: towards a semantic radio galaxy morphology taxonomy}, + author = {Bowles, Micah and Tang, Hongming and Vardoulaki, Eleni and Alexander, Emma L and Luo, Yan and Rudnick, Lawrence and Walmsley, Mike and Porter, Fiona and Scaife, Anna MM and Slijepcevic, Inigo Val and others}, + journal = {Monthly Notices of the Royal Astronomical Society}, + volume = {522}, + number = {2}, + pages = {2584--2600}, + year = {2023}, + publisher = {Oxford University Press} +} + +@article{walmsley2023rare, + title = {Rare Galaxy Classes Identified In Foundation Model Representations}, + author = {Walmsley, Mike and Scaife, Anna MM}, + journal = {arXiv preprint arXiv:2312.02910}, + year = {2023} } \ No newline at end of file diff --git a/paper/hubble_paperclip.pdf b/paper/hubble_paperclip.pdf index 99f82fb14b42c5b5be30b3abc4d4501f31b701a2..427849609bf77748413d5dfb58119e59e0a7337b 100644 GIT binary patch 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N6P}V%LP-+-{{uxar)dBH diff --git a/paper/hubble_paperclip.tex b/paper/hubble_paperclip.tex index 34a04b1..47e50ca 100644 --- a/paper/hubble_paperclip.tex +++ b/paper/hubble_paperclip.tex @@ -46,7 +46,7 @@ \definecolor{codepurple}{rgb}{0.58,0,0.82} \definecolor{backcolour}{rgb}{0.95,0.95,0.92} -\newcommand{\githubmaster}{\href{https://github.com/smsharma/HubbleCLIP}{\faGithub}\xspace} +\newcommand{\githubmaster}{\href{https://www.github.com/smsharma/PAPERCLIP-Hubble}{\faGithub}\xspace} \newcommand{\package}[1]{\textsl{#1}\xspace} \newcommand{\eg}{{e.\,g.}\xspace} @@ -77,27 +77,27 @@ \lstdefinestyle{mystyle}{ backgroundcolor=\color{backcolour}, - commentstyle=\color{codegreen}, - keywordstyle=\color{codegreen}, - numberstyle=\tiny\color{codegray}, - stringstyle=\color{codegreen}, - basicstyle=\ttfamily\footnotesize\linespread{1.1}, - breakatwhitespace=false, - breaklines=true, captionpos=b, - keepspaces=true, numbers=left, - numbersep=8pt, showspaces=false, - showstringspaces=false, showtabs=false, - frame=single, - framerule=0.2pt, - rulecolor=\color{codegray}, - tabsize=2, - aboveskip=1.5ex, - belowskip=1.5ex, - xleftmargin=15pt, - xrightmargin=15pt, - extendedchars=true, - columns=flexible, - linewidth=\textwidth + commentstyle=\color{deepgreen}, + keywordstyle=\color{deepred}, + numberstyle=\tiny\color{codegray}, + stringstyle=\color{deepgreen}, + basicstyle=\ttfamily\footnotesize\linespread{1.1}, + breakatwhitespace=false, + breaklines=true, captionpos=b, + keepspaces=true, numbers=left, + numbersep=8pt, showspaces=false, + showstringspaces=false, showtabs=false, + frame=single, + framerule=0.2pt, + rulecolor=\color{codegray}, + tabsize=2, + aboveskip=1.5ex, + belowskip=1.5ex, + xleftmargin=15pt, + xrightmargin=15pt, + extendedchars=true, + columns=flexible, + linewidth=\textwidth } \lstset{style=mystyle} @@ -168,10 +168,6 @@ \section{Introduction} % The {Foundation Model} paradigm, in contrast, seeks to develop generalist models which can be deployed to simultaneously tackle a wide range of tasks \citep{bommasani2021opportunities}. % -% The paradigm has been highly successful in domains like computer vision and natural language processing, as demonstrated by the widespread use and adoption of tools like ChatGPT, Dall-E, Stable Diffusion, and CLIP. -% -% At the heart of the paradigm lies the triumph of scale -- scaling up model size, dataset size, and compute. -% % These models are typically pre-trained on massive amounts of unlabeled data using self-supervised or weakly-supervised learning techniques, enabling them to learn powerful representations which can then be used downstream in different ways. % Foundation models can often benefit from additional training ({fine tuning}) using a relatively small amounts of domain-specific data in order to increase their usefulness when applied to specialized domains. @@ -186,7 +182,7 @@ \section{Introduction} In this paper, we describe \text{PAPERCLIP} (Proposal Abstracts Provide an Effective Representation for Contrastive Language-Image Pre-training\footnote{Technically, we fine tune rather than pre train, but ``PAPERCLIFT'' was rejected by the senior author of this paper.}), a method that connects astronomical image observations with natural language by leveraging the association between abstracts of successful observing proposals and images corresponding to downstream observations. % -Concretely, here we showcase the method using observations imaged by the \hubble Space Telescope (HST). +Concretely, we showcase the method using observations imaged by the \hubble Space Telescope (HST). % We show that fine-tuning a pre-trained CLIP ~\citep[Contrastive Language-Image Pre-training; ][]{radford2021learning} image-text model on observation-abstract pairs results in meaningful joint representations through quantitative and qualitative evaluation tests. % @@ -197,8 +193,6 @@ \section{Introduction} % The concept of associating diverse modalities via contrastive training has been employed in other scientific domains~\citep[e.g.,][]{liu2023text,Sanchez-Fernandez2022.11.17.516915,lanusse2023astroclip,cepeda2023geoclip}, and has been shown to be effective in learning semantically meaningful joint representations. Here, we present for the first time an application associating astronomical data with the text modality. -% \SM{Put in this work we at the start of the paragraph. Also put the paragraph right after AstroLlama, reworking some of the logic.} \SM{Define PAPERCLIP, funny footnote about PAPERCLIFT.} - The rest of this paper is organized as follows. % In Sec.~\ref{sec:dataset}, we describe the \hubble dataset used in this work, including the curation and processing of observations as well as text captions. @@ -209,6 +203,13 @@ \section{Introduction} % We discuss future prospects and conclude in Sec.~\ref{sec:conclusion}. +\begin{figure*}[!t] +\centering +\includegraphics[width=0.99\textwidth]{plots/figure.pdf} +\caption{\changes{Overview of the PAPERCLIP method. (Left) A pre-trained CLIP model is fine-tuned using a dataset of \hubble observations and corresponding proposal abstracts. (Right) The fine-tuned model can then be used for downstream tasks such as observation retrieval (i.e., finding the observations most relevant to a given text query). The proposal abstract snippet here corresponds to proposal ID \href{https://archive.stsci.edu/proposal_search.php?id=16914&mission=hst}{16914}}} +\label{fig:overview} +\end{figure*} + \section{Dataset Construction} \label{sec:dataset} @@ -225,17 +226,6 @@ \section{Dataset Construction} % This further motivates the need for fine tuning on domain-specific data. -% \section{Dataset Construction} -% \label{sec:dataset} - -% We curate a dataset of \hubble Space Telescope (HST) observations and corresponding text descriptions from publicly available sources. The dataset consists of images from the HST and associated proposal abstracts from the Hubble Space Telescope Proposal Abstracts Catalog\footnote{\url{https://archive.stsci.edu/hst/proposal_abstracts.html}}, which contains all accepted HST proposals since the telescope's launch on April 24, 1990. Our dataset covers observations up to Cycle 30, which began collecting data in 2022. - -% To generate captions for the observations, we use the proposal abstracts directly or optionally summarize them using guided language model generation (described in Sec.\ref{sec:summarization}). - -% The images in this dataset exhibit specific characteristics and artifacts inherent to the HST's data acquisition and processing pipeline, setting them apart from typical natural image datasets used for large-scale pre-training of foundation models \citep{deng2009imagenet}. This difference highlights the necessity of fine-tuning models on domain-specific data. - -% We emphasize that all data used in this work is publicly available, ensuring transparency and enabling reproducibility. The HST images can be accessed through the Hubble Legacy Archive\footnote{\url{https://hla.stsci.edu/}}, while the proposal abstracts are available in the Hubble Space Telescope Proposal Abstracts Catalog. - \datafolder{./plots/data/} \begin{table}[h!] @@ -335,13 +325,6 @@ \subsection{Abstract Summarization via Guided Generation} The guided generation process ensures that, in this case, the output of the LLM strictly conforms to the format of the following example: -% \SM{Have it be centered} -% \begin{lstlisting}[language=Python] -% { -% 'objects_and_phenomena': ['star forming galaxy', 'lensed galaxy', ...], -% 'science_use_cases': ['measure lensing magnification', 'probe spectral energy distributions', ...] -% } -% \end{lstlisting} \begin{center} \begin{jsoncode} \centering @@ -355,41 +338,10 @@ \subsection{Abstract Summarization via Guided Generation} % Examples of raw abstract snippets and corresponding LLM-generated summaries are shown in Tab.~\ref{tab:datasetsumm}. % -% We emphasize that the intended goal of summarization-via-guided-generation is to increase the signal between text and images by standardizing the captions used for fine-tuning the CLIP model, and compare the quantitative performance of the model vs using the raw abstracts in Sec.~\ref{sec:results}. -% We train separate models using the raw abstracts and the LLM-generated summaries, and compare their performance on downstream tasks in Sec.~\ref{sec:results}. % We note that, even after summarization, the association signal is expected to be noisy, since parts of the summarized caption may not be directly descriptive of the observed images. The goal of the fine-tuning process is to leverage the signal contained in this noisy association. -% Finally, in order to test a further compression of the proposal abstracts, we use LLM-guided generation to also produce a list of single-concept summaries (e.g., `irregular galaxy', `quasars', `Galactic bulge', \ldots), and test whether this can lead to meaningful, generalizable learned associations with observations. -% % -% The prompts and schemata for generating these discrete categories and assigning observations to them are described in Apps.~\ref{app:singleconcept} and \ref{app:singleconceptassignments} respectively. \SM{Each abstract is assigned one summary. The generation of the single concepts is different } - - -% \begin{landscape} -% \begin{table}[h!] -% \renewcommand{\arraystretch}{2} -% \centering -% \begin{tabular}{m{1.8cm} m{8cm} m{5cm} m{6.5cm}} -% \toprule -% \bfseries Prop. ID & \centering\arraybackslash \bfseries Proposal abstract & \multicolumn{2}{c}{\bfseries LLM-extracted summary} \tabularnewline -% \cmidrule(r){3-4} -% & & \centering\arraybackslash \bfseries Objects and phenomena & \centering\arraybackslash \bfseries Science use cases \tabularnewline -% \midrule -% \input{\thedatafolder/id1_2.txt} & {\scriptsize \input{\thedatafolder/abs1_2.txt}} & {\scriptsize \input{\thedatafolder/obj1_2.txt}} & {\scriptsize \input{\thedatafolder/sci1_2.txt}} \tabularnewline -% \midrule -% \input{\thedatafolder/id1_1.txt} & {\scriptsize \input{\thedatafolder/abs1_1.txt}} & {\scriptsize \input{\thedatafolder/obj1_1.txt}} & {\scriptsize \input{\thedatafolder/sci1_1.txt}} \tabularnewline -% \midrule -% \input{\thedatafolder/id1_3.txt} & {\scriptsize \input{\thedatafolder/abs1_3.txt}} & {\scriptsize \input{\thedatafolder/obj1_3.txt}} & {\scriptsize \input{\thedatafolder/sci1_3.txt}} \tabularnewline -% \midrule -% \input{\thedatafolder/id1_0.txt} & {\scriptsize \input{\thedatafolder/abs1_0.txt}} & {\scriptsize \input{\thedatafolder/obj1_0.txt}} & {\scriptsize \input{\thedatafolder/sci1_0.txt}} \tabularnewline -% \bottomrule -% \end{tabular} -% \caption{Examples of the clipped \hubble proposal abstracts (second column) and LLM (\textsc{Mixtral-8x7B})-extracted summaries (right-most two columns), separately extracting objects and phenomena as well as potential downstream science use cases.} -% \label{tab:datasetsumm} -% \end{table} -% \end{landscape} - \section{Methodology} \label{sec:methodology} @@ -456,7 +408,6 @@ \subsection{Fine-tuning Procedure} Models were instantiated using the \package{Transformers} \citep{wolf2019huggingface} library and trained using packages from the \package{Jax} \citep{jax2018github} ecosystem. % - \subsection{Evaluation Metrics} \label{sec:eval} @@ -510,14 +461,6 @@ \subsection{Quantitative Evaluation} % Distributions for the fine-tuned model, on the other hand, show a clear separation when evaluated on shuffled (dashed red) and corresponding (solid red) text-image pairs. -% Similarly, Fig.~\ref{fig:sim_valtrain} (top right) shows the distribution of cosine similarities between corresponding image-text pairs for the single-concept captions (solid red) and the shuffled versions (dashed red). -% % -% The distribution for corresponding pairs is only modestly shifted compared to the shuffled version, indicating that assigning $\mathcal O(400)$ labels to the images using an LLM results in a weaker association signal compared to using noisy captions. -% % -% The purple line shows the distribution of cosine similarities between corresponding pairs with single-concept summaries, but evaluated using a model trained on the LLM-summarized abstracts. -% % -% This distribution is more skewed towards higher similarity values, indicating that the model trained on diverse caption can still better capture the association signal in the single-concept summaries compared to one trained specifically using the single-concept summaries. - \paragraph*{Retrieval accuracy} Figure~\ref{fig:sim_valtrain} (right) shows the retrieval accuracy, as defined in Eq.~\eqrefb{eq:retrieval_accuracy}, as a function of the retrieval fraction $k\%$. @@ -546,8 +489,6 @@ \subsection{Image Retrieval} The model fine-tuned with summarized abstracts, meanwhile, shows strikingly different behavior (Tab.~\ref{tab:tti}). % -% For example, it is able to return images with processing and assembly artifacts particular to HST (e.g., the lines through the middle in some images), which typically receive low similarity scores when using the base model. -% The \texttt{dwarf galaxy}-queried images correspond to proposals aiming to measure the kinematics of the stellar cores of dwarf galaxies. % Images of Jupiter are returned for the \texttt{Jupiter} query, with the planet clearly visible in all four images. @@ -561,8 +502,7 @@ \subsection{Text Retrieval} We can use images from the validation set as queries and retrieve the most relevant text chunks (e.g., objects and use cases) from a curated list as described in Sec.~\ref{sec:eval}. % We show the result of image-to-text retrieval in Tab.~\ref{tab:itt}, for the base (second column) as well as summary fine-tuned (third column) models, using four observations (left-most column) from the validation set. -% % -% We curate a list of possible text associations by querying the \textsc{Claude}\footnote{\url{https://claude.ai/}} large language model for such a list, which we show in App.~\ref{app:categories}. +% The top four text associations are shown for each image query. % @@ -591,22 +531,10 @@ \subsection{Text Retrieval} \texttt{\input{\thedatafolder/query_tti_base_3.txt}} \vspace{20mm} & \centering \includegraphics[width=0.18\textwidth]{\thedatafolder/img_tti_base_3_0.pdf} \\ \input{\thedatafolder/propid_tti_base_3_0.txt} & \centering \includegraphics[width=0.18\textwidth]{\thedatafolder/img_tti_base_3_1.pdf} \\ \input{\thedatafolder/propid_tti_base_3_1.txt} & \centering \includegraphics[width=0.18\textwidth]{\thedatafolder/img_tti_base_3_2.pdf} \\ \input{\thedatafolder/propid_tti_base_3_2.txt} & \centering \includegraphics[width=0.18\textwidth]{\thedatafolder/img_tti_base_3_3.pdf} \\ \input{\thedatafolder/propid_tti_base_3_3.txt} \tabularnewline \bottomrule \end{tabular} - \caption{For four text queries (left-most column), the four most similar images from the validation dataset by cosine similarity when using the \textbf{\textcolor{deeppurple}{base CLIP model}} (CLIP-ViT-B/16). The proposal ID associated with each image is given below the image and contains a hyperlink to the MAST page corresponding to the proposal.} + \caption{For four text queries (left-most column), the four most similar images from the validation dataset by cosine similarity when using the \textbf{\textcolor{deeppurple}{base CLIP model}} (\texttt{CLIP-ViT-B/16}). The proposal ID associated with each image is given below the image and contains a hyperlink to the MAST page corresponding to the proposal.} \label{tab:tti_base} \end{table} -% \begin{figure*}[!h] -% \includegraphics[width=0.95\textwidth]{plots/tti_base.pdf} -% \caption{Image retrieval using the base CLIP model on four curated queries. \SM{Horizontal lines} \SM{Query not rotated} \SM{Same for next Figure.} \SM{Put text ``Base Model'' in consistent colour to legend.} \SM{Say top 4} \SM{Say that for science we care about the distributions of things.}} -% \label{fig:tti_base} -% \end{figure*} - -% \begin{figure*}[!h] -% \includegraphics[width=0.95\textwidth]{plots/tti.pdf} -% \caption{Image retrieval using the fine-tuned CLIP model on four curated queries.} -% \label{fig:tti} -% \end{figure*} - \begin{table}[h!] \centering \begin{tabular}{m{2.7cm} p{2.9cm} p{2.9cm} p{2.9cm} p{2.9cm}} @@ -626,14 +554,6 @@ \subsection{Text Retrieval} \label{tab:tti} \end{table} -% \begin{figure*}[!h] -% \includegraphics[width=0.95\textwidth]{plots/itt.pdf} -% \caption{Text associations from a curated list most closely matching a given image query, for both the fine-tuned and base models. The `ground truth' LLM-summarized abstract is shown in the right column. \SM{Say ground truth summarized abstract in the column}\SM{Swap order of cols 2 and 3.}} -% \label{fig:itt} -% \end{figure*} - -% Set line spacing to 0.5 - \begin{table}[h!] \centering \renewcommand{\arraystretch}{0.1} @@ -650,7 +570,7 @@ \subsection{Text Retrieval} \centering \includegraphics[width=0.15\textwidth]{\thedatafolder/img_itt_3.pdf} & \centering \scriptsize \verbatiminput{\thedatafolder/sci_itt_base_3.txt} & \centering \scriptsize \verbatiminput{\thedatafolder/sci_itt_3.txt} & {\scriptsize \input{\thedatafolder/abs_itt_3.txt}} \tabularnewline \bottomrule \end{tabular} - \caption{Text snippets from a curated list most closely matching a given image query (left-most column) by cosine similarity of respective embeddings, shown for the \textcolor{deeppurple}{base} (CLIP-ViT-B/16) and \textcolor{deepred}{summary fine-tuned} models. The `ground truth' LLM-summarized abstract (only objects/phenomena) is shown in the right-most column.} + \caption{Text snippets from a curated list most closely matching a given image query (left-most column) by cosine similarity of respective embeddings, shown for the \textcolor{deeppurple}{base} (\texttt{CLIP-ViT-B/16}) and \textcolor{deepred}{summary fine-tuned} models. The `ground truth' LLM-summarized abstract (only objects/phenomena) is shown in the right-most column.} \label{tab:itt} \end{table} @@ -678,7 +598,7 @@ \section{Outlook and Conclusions} \subsubsection*{Code and Data Availability} -The code, dataset, and fine-tuned models used in this work are available at \url{https://www.github.com/smsharma/HubbleCLIP}. +The code, dataset, and fine-tuned models used in this work are available at \url{https://www.github.com/smsharma/PAPERCLIP-Hubble}. \subsubsection*{Software} @@ -730,11 +650,6 @@ \subsection{Guided LLM Generation with \package{Outlines}} During the token-by-token generation process, we keep track of the current FSM state $q_t$ after sampling each token $v_t$. At each step $t$, we mask the LLM's output logits based on the valid next tokens $\sigma(q_t)$, setting the logits of invalid tokens to $-\infty$. The next token is then sampled from the categorical distribution defined by the unmasked logits, and the FSM transitions to the next state $q_{t+1} = \delta(q_t, v_{t+1})$, where $v_{t+1} \in \Sigma$ is the token in the regular expression alphabet corresponding to the sampled token. This process continues until an accept state with no outgoing transitions is reached, indicating a valid completion of the pattern. -% The regex-guided generation method ensures that the LLM's output always adheres to the specified regular expression pattern, without incurring the computational overhead of checking the validity of each possible next token at every generation step. This approach can be extended to more complex patterns, such as context-free grammars, by using augmented pushdown automata to track the generation state and valid next tokens. - -% In our application, we use the regex-guided generation method to constrain LLM outputs to follow specific JSON schemas, which are automatically converted into regular expressions. This ensures that the generated summaries of astronomy observation proposals adhere to the desired format, enabling more reliable extraction of key information. -% The pre-computed index $\sigma$ allows for efficient determination of valid next tokens at each generation step, making the regex-guided method computationally feasible for large-scale applications. - \subsection{Prompts and Schema Used for Summarization} \label{app:summarization} @@ -785,86 +700,6 @@ \subsection{Prompts and Schema Used for Summarization} """ \end{lstlisting} -% \subsection{Generation of single-concept summaries} -% \label{app:singleconcept} - -% The following prompt is used to generate a list of diverse single-concept summaries informed by a list of summarized abstracts: - -% \begin{lstlisting}[language=Python] -% import outlines - -% @outlines.prompt -% def prompt_fn(objects): -% """[INST] Please produce a list of around concepts characterizing prominent objects, phenomena, and science use cases of images observed by the Hubble Space Telescope. - -% Here are some examples of objects: - -% {{objects}} - -% Follow these instructions exactly in your answer: -% - Do not output empty strings as elements. -% - Make sure that the list covers a diverse range of astronomical concepts, with items as different from each other as possible. -% - Do not give specific names of objects, to make sure you span the widest possible range of concepts (e.g., "dwarf galaxy" is allowed, but NOT "Fornax", "Terzan 5", or "NGC6440"). -% - Do not return terms undescriptive of observations, e.g. "sloshing", "adiabatic", "interactions". Returning concrete physics objects, concepts, or phenomena. -% - Only output scientifically meaningful terms. E.g., NO "Cosmic Dance". -% - Do not duplicate entries. Do not reference any telescopes, observatories, or surveys. -% - Do not include units like "angular diameter distance", "parsec", or any other concepts that will not correlate with images of observations. -% - Use the above example list of objects only as inspiration to infer broad classes of objects. -% - Make sure each concept is succint, never more than 5 words. -% - Answer in JSON format. -% - The JSON should have the following keys {"galaxies", "stellar_physics", "exoplanets_planet_formation", "stellar_populations", "supermassive_black_holes", "solar_system", "integalactic_medium", "large_scale_structure"} reflecting rough observation categories. -% - Each category will have a list of objects and/or astronomical concepts. -% - Output up to 20 items and no more in each category -% [/INST] -% """ -% \end{lstlisting} - -% The following schema guides generation, intended to produce 100 concepts reflecting the science categories of successful proposals\footnote{\url{https://www.stsci.edu/contents/newsletters/2023-volume-40-issue-02/hubble-cycle-31-proposal-selection}}. -% % - - -% \begin{lstlisting}[language=Python] -% from pydantic import BaseModel, conlist - -% class ScienceCategoriesHST(BaseModel): -% galaxies: conlist(str, min_length=15, max_length=15) -% stellar_physics: conlist(str, min_length=15, max_length=15) -% exoplanets_planet_formation: conlist(str, min_length=15, max_length=15) -% stellar_populations: conlist(str, min_length=10, max_length=10) -% supermassive_black_holes: conlist(str, min_length=15, max_length=15) -% solar_system: conlist(str, min_length=10, max_length=10) -% integalactic_medium: conlist(str, min_length=10, max_length=10) -% large_scale_structure: conlist(str, min_length=10, max_length=10) -% \end{lstlisting} - -% The output is then constrained to be one of the fixed number of concepts. - -% \subsection{Assignment of abstracts to single-concept categories} -% \label{app:singleconceptassignments} - -% Finally, the following prompt is used to assign concepts inferred in \ref{app:singleconcept} to each abstract: - -% \begin{lstlisting}[language=Python] -% import outlines - -% @outlines.prompt -% def prompt_fn(abs, cats): -% """[INST] The following is a successful proposal abstract for the Hubble Space Telescope: "{{abs}}" - -% The following is a list of categories (astronomical concepts) that this abstract could correspond to. - -% {{cats}} - -% Please answer which of these listed concepts best describes this proposal, based on the objects and phenomena mentioned in the abstract. -% The concept should meaningfully be present in the abstract and the eventual observation. - -% - For example, "The locations of supernovae {SNe} in the local stellar and gaseous environment in galaxies, as measured in high spatial resolution WFPC2 and ACS images, contain important clues to their progenitor stars." should return "supernova". -% - If the abstract centers calibration and/or instrumentation efforts, return calibration or instrumention". - -% If no concept make sense, return "None". [/INST] -% """ -% \end{lstlisting} - \section{List of Categories for Text Retrieval Task} \label{app:categories} @@ -921,11 +756,11 @@ \section{Evaluation of Model Trained on Raw Abstracts} \centering \includegraphics[width=0.15\textwidth]{\thedatafolder/img_itt_abs_3.pdf} & \centering \scriptsize \verbatiminput{\thedatafolder/sci_itt_base_3.txt} & \centering \scriptsize \verbatiminput{\thedatafolder/sci_itt_abs_3.txt} & {\scriptsize \verbatiminput{\thedatafolder/sci_itt_3.txt}} \tabularnewline \bottomrule \end{tabular} - \caption{Text associations from a curated list most closely matching four image queries (first column, the same as in Tab.~\ref{tab:itt}), for the \textcolor{deeppurple}{base} (CLIP-ViT-B/16), \textcolor{deepblue}{abstract fine-tuned}, and \textcolor{deepred}{summary fine-tuned} models.} + \caption{Text associations from a curated list most closely matching four image queries (first column, the same as in Tab.~\ref{tab:itt}), for the \textcolor{deeppurple}{base} (\texttt{CLIP-ViT-B/16}), \textcolor{deepblue}{abstract fine-tuned}, and \textcolor{deepred}{summary fine-tuned} models.} \label{tab:itt_abs} \end{table} -\section{\changes{Variations on Model and Training}} +\section{\changes{Additional Variations on Model and Training}} \label{app:ablations} Figure~\ref{fig:sim_app} shows the retrieval accuracy as defined in Eq.~\eqrefb{eq:retrieval_accuracy} as a function of the retrieval fraction for further variations of the model or training, evaluated and trained on summarized abstracts. The red line corresponds to the model trained on summarized abstract described in the main text (fine-tuned on \texttt{CLIP-ViT-B/16} with constant learning rate $\mathrm{LR}=10^{-5}$ after linear warmup). 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