Saved in:
Bibliographic Details
Main Authors: Bhandari, Kushal Raj, Singh, Adarsh, Gao, Jianxi, Dan, Soham, Gupta, Vivek
Format: Preprint
Published: 2026
Subjects:
Online Access:https://arxiv.org/abs/2604.24040
Tags: Add Tag
No Tags, Be the first to tag this record!
_version_ 1866917442186379264
author Bhandari, Kushal Raj
Singh, Adarsh
Gao, Jianxi
Dan, Soham
Gupta, Vivek
author_facet Bhandari, Kushal Raj
Singh, Adarsh
Gao, Jianxi
Dan, Soham
Gupta, Vivek
contents Transformer-based table retrieval systems flatten structured tables into token sequences, making retrieval sensitive to the choice of serialization even when table semantics remain unchanged. We show that semantically equivalent serializations, such as $\texttt{csv}$, $\texttt{tsv}$, $\texttt{html}$, $\texttt{markdown}$, and $\texttt{ddl}$, can produce substantially different embeddings and retrieval results across multiple benchmarks and retriever families. To address this instability, we treat serialization embedding as noisy views of a shared semantic signal and use its centroid as a canonical target representation. We show that centroid averaging suppresses format-specific variation and can recover the semantic content common to different serializations when format-induced shifts differ across tables. Empirically, centroid representations outrank individual formats in aggregate pairwise comparisons across $\texttt{MPNet}$, $\texttt{BGE-M3}$, $\texttt{ReasonIR}$, and $\texttt{SPLADE}$. We further introduce a lightweight residual bottleneck adapter on top of a frozen encoder that maps single-serialization embeddings towards centroid targets while preserving variance and enforcing covariance regularization. The adapter improves robustness for several dense retrievers, though gains are model-dependent and weaker for sparse lexical retrieval. These results identify serialization sensitivity as a major source of retrieval variance and show the promise of post hoc geometric correction for serialization-invariant table retrieval.
format Preprint
id arxiv_https___arxiv_org_abs_2604_24040
institution arXiv
publishDate 2026
record_format arxiv
spellingShingle Improving Robustness of Tabular Retrieval via Representational Stability
Bhandari, Kushal Raj
Singh, Adarsh
Gao, Jianxi
Dan, Soham
Gupta, Vivek
Computation and Language
Artificial Intelligence
Information Retrieval
Information Theory
Transformer-based table retrieval systems flatten structured tables into token sequences, making retrieval sensitive to the choice of serialization even when table semantics remain unchanged. We show that semantically equivalent serializations, such as $\texttt{csv}$, $\texttt{tsv}$, $\texttt{html}$, $\texttt{markdown}$, and $\texttt{ddl}$, can produce substantially different embeddings and retrieval results across multiple benchmarks and retriever families. To address this instability, we treat serialization embedding as noisy views of a shared semantic signal and use its centroid as a canonical target representation. We show that centroid averaging suppresses format-specific variation and can recover the semantic content common to different serializations when format-induced shifts differ across tables. Empirically, centroid representations outrank individual formats in aggregate pairwise comparisons across $\texttt{MPNet}$, $\texttt{BGE-M3}$, $\texttt{ReasonIR}$, and $\texttt{SPLADE}$. We further introduce a lightweight residual bottleneck adapter on top of a frozen encoder that maps single-serialization embeddings towards centroid targets while preserving variance and enforcing covariance regularization. The adapter improves robustness for several dense retrievers, though gains are model-dependent and weaker for sparse lexical retrieval. These results identify serialization sensitivity as a major source of retrieval variance and show the promise of post hoc geometric correction for serialization-invariant table retrieval.
title Improving Robustness of Tabular Retrieval via Representational Stability
topic Computation and Language
Artificial Intelligence
Information Retrieval
Information Theory
url https://arxiv.org/abs/2604.24040