Data critical to real-world decision-making is increasingly found within organizations. Such data is heterogeneous, constantly evolving, and only imperfectly captured. However, current data management systems remain largely passive, retrieving what is explicitly stored while offering limited support for uncovering implicit structure or reasoning under noise, incompleteness, and continuous updates. We argue that next-generation data management requires neural capabilities, which can uncover complex latent relationships, distinguish reliable signals from noise, and remain consistent as the underlying data state evolves. To support this direction, we introduce NGDBench, a benchmark across five domains that unifies structured and unstructured sources. NGDBench adopts a graph view because graphs provide a flexible abstraction for modeling complex systems, capturing latent relationships, and subsuming structured formats such as relational tables. Each instance pairs a clean latent graph with a realistically perturbed observed graph. NGDBench supports full Cypher queries and dynamic data management operations. Evaluations of state-of-the-art Text-to-Cypher by LLMs and GraphRAG pipelines reveal that current neural query methods remain sensitive to noise and struggle with dynamic state tracking, highlighting the need for resilient, inference-capable data management. Our code is available at https://github.com/HKUST-KnowComp/NGDBench.
Figures & tables
Benchmark / Dataset
Data Format
Operators
Multi-variable
Aggregation
Dynamic
General Graph Query
Query
Support
Updates
(e.g., Cypher)
Q2B Ren et al. (2020)
Id-based Triples
EPFO (AND, OR, ∃ )
No
No
No
No
LitCQD Demir et al. (2023)
Id-based Triples & Numbers
EPFO + Numeric Operators
No
Yes
No
No
NRN Bai et al. (2023)
Id-based Triples & Numbers
FOL + Numeric Operators
No
No
No
No
EFO1 -CQA Wang et al. ()
Id-based Triples
FOL (AND, OR, NOT ∃ )
No
No
No
No
EFOk -CQA Yin et al. (2025)
Id-based Triples
FOL (AND, OR, NOT ∃ )
Yes
No
No
No
Table 1: Comparison of Recent Neural Graph Reasoning Benchmarks. Existing datasets focus on static reasoning with limited logic (FOL/EPFO), whereas our NGDB-Dataset supports full database capabilities including Cypher queries, aggregations, and dynamic updates.
Figure 1: Motivation and Vision: Overcoming the limitations of passive data access through robust graph-based neural data reasoning.
Figure 2: The NGDBench Framework Pipeline.(1) NGDBench unifies diverse data into LPG graphs, (2) constructs paired clean/noisy graphs via perturbation, and samples Cypher queries from template libraries. (3) Systems are evaluated on robust analytical QA and dynamic graph management under noisy observations.
Category
NGD-BI
NGD-Fin
NGD-Prime
NGD-MCP
NGD-Econ
Summary
Graph Structures (Groundtruth)
#Nodes
2,997,352
10,865
129,312
181,689
33,164
–
#Edges
17,196,776
57,818
8,100,498
351,263
63,757
–
Graph Structures (Perturbed)
#Nodes
2,997,352
10,865
129,312
181,689
33,164
–
#Edges
17,971,365
60,476
8,465,124
351,263
63,757
–
Query Categories
#Analytical (No Agg)
17,880
4,264
14,043
8,336
1,707
58,321
#Analytical (Agg.)
9,580
4,412
6,494
4,167
1,050
25,703
Table 2: Detailed statistics of graph structures (groundtruth and perturbed graphs) and query categories across different domains.
Baseline
NGD-Fin
NGD-BI
NGD-Prime
NoAgg
Agg
NoAgg
Agg
NoAgg
Agg
Jaccard
F1
MdRE
MSLE
sMAPE
Jaccard
F1
MdRE
MSLE
sMAPE
Jaccard
F1
MdRE
MSLE
sMAPE
Oracle Cypher
0.448
0.471
0.039
0.649
0.119
0.887
0.911
0.355
8.388
0.783
0.736
0.790
0.203
7.990
0.562
Neo4j-Text2Cypher
0.319
0.319
0.660
31.877
0.975
0.212
0.213
——
45.582
1.681
0.208
0.195
——
40.760
1.481
GPT5.1-Codex
0.358
0.359
0.111
12.425
0.394
0.555
0.571
0.987
15.921
1.089
0.510
0.537
0.206
12.250
0.743
DeepseekV3.2
0.345
0.345
0.102
5.636
0.334
0.394
0.404
0.992
20.862
1.182
0.426
0.446
0.409
12.547
0.835
Table 3: Performance comparison across three datasets under non-aggregation and aggregation settings. (“——” indicates values exceeding 10,000. Bold and underlined values denote the best and second-best results respectively.)
Baseline
NGD-Fin
NGD-BI
NGD-Prime
MLRE
MSLE
sMAPE
MLRE
MSLE
sMAPE
MLRE
MSLE
sMAPE
Neo4j-Text2Cypher
8.065
17.038
1.137
0.759
3.323
0.280
3.667
16.072
0.337
GPT5.1-Codex
3.036
11.727
0.771
0.516
2.327
0.233
3.342
15.138
0.360
DeepseekV3.2
2.778
14.940
0.716
0.455
2.330
0.171
3.665
16.130
0.352
Qwen3-Coder
2.676
4.619
0.610
0.562
2.656
0.239
3.403
15.619
0.309
GraphRAG
5.129
17.510
1.518
9.043
81.106
1.979
6.337
41.776
1.958
Table 4: Performance comparison on management queries across different datasets.
Figure 3: The left figure is the evaluation of boolean queries on three datasets. The right figure is the evaluation of dynamic steps on NGD-Prime, where lower MLRE indicates better performance.
Baseline
NGD-MCP
NGD-Econ
Agg ↓
NoAgg ↑
Agg ↓
NoAgg ↑
GraphRAG
0.169
0.194
0.673
0.242
HippoRAG2
1.050
0.022
2.138
0.040
ToG-RAG
0.359
0.013
3.809
0.212
Table 5: Performance of graph-based RAG methods on unstructured datasets. Agg reports MSLE ( ↓ ), and NoAgg reports F1 ( ↑ ).
Appendix figures & tables6 assets
Supplementary material from the paper’s appendix.
Appendix
Noise Family
What It Simulates
Typical Manifestation
Default Ratio
Incomplete edges
Missing facts or partial records
Removed relations in transactional, social, or biomedical graphs
0.10
False edges
Spurious joins or extraction mistakes
Incorrect links introduced by integration or inference pipelines
0.15
Relation-type noise
Ambiguous relation semantics
A valid edge assigned the wrong relation label
0.20
Node-type noise
Entity typing ambiguity
A node assigned an incorrect semantic type
0.20
Attribute noise
Local textual or numerical corruption
Typos, OCR artifacts, malformed values, or numeric deviations
0.25
Appendix
Table 6: Perturbation families used in NGDBench and their default injection ratios.
Source
Erroneous Attribute
Incompleteness
Type Inconsistency
Erroneous Links
Real-world datasets
0.55%–26.9% in reported medical settings
Over 70% missing born_in ; about 90% missing ethnicity in Freebase-style settings
8.0%–38.5% across reported semantic domains
10%–25% in reported financial settings
Prior synthetic injection
10%–50%
2.9% and 10.4% in representative studies
10%–50%
10%, 20%, and 30%
Appendix
Table 7: Survey summary of noise characteristics reported in real-world datasets and prior synthetic-noise studies, compiled from Yang et al. (2022) ; Shi and Weninger (2018) ; Guo et al. (2023) ; Qian et al. (2023) ; Bryzgalova et al. (2025) . The ranges show that realistic noise levels vary substantially across domains and noise families.
Table 8: Classification and descriptions of the supported Cypher core operators serving as the benchmark’s functional primitives.
Baseline
NGD-Fin
NGD-BI
NGD-Prime
MdRE
MSLE
sMAPE
MdRE
MSLE
sMAPE
MdRE
MSLE
sMAPE
Neo4j-Text2Cypher
0.000
0.055
0.021
0.000
0.000
0.001
0.965
9.495
1.155
GPT5.1-Codex
0.000
0.001
0.001
0.000
3.060
0.615
0.000
11.476
0.541
DeepseekV3.2
0.000
0.001
0.003
0.000
5.148
0.763
0.000
8.115
0.614
Qwen3-Coder
0.000
0.048
0.018
0.000
2.801
0.756
0.000
7.623
0.639
GraphRAG
0.000
0.588
0.904
——
0.480
1.998
0.875
2.400
1.201
Appendix
Table 9: Performance comparison on aggregation queries, where execution on the noisy graph is equivalent to the clean graph.
Baseline
NGD-Fin
NGD-BI
NGD-Prime
MdRE
MSLE
sMAPE
MdRE
MSLE
sMAPE
MdRE
MSLE
sMAPE
Neo4j-Text2Cypher
0.179
27.846
0.810
——
16.082
16.509
——
46.272
1.541
GPT5.1-Codex
0.131
14.940
0.771
0.992
19.820
1.233
0.237
12.341
0.766
DeepseekV3.2
0.113
7.629
0.451
0.995
25.755
1.312
0.582
13.345
0.875
Qwen3-Coder
0.116
8.231
0.446
1.000
28.878
1.337
0.578
14.185
0.891
GraphRAG
254.333
36.515
1.777
——
61.688
1.979
993.563
47.204
1.814
Appendix
Table 10: Performance comparison on aggregation queries, where execution on the noisy graph is inequivalent to the clean graph.
Baseline
NGD-MCP
NGD-Econ
Ex.
± 1
Null
RMSE
MdRE
MSLE
sMAPE
Ex.
± 1
Null
RMSE
MdRE
MSLE
sMAPE
HippoRAG2
0.088
0.250
0.619
53.012
1.000
1.051
1.196
0.012
0.038
0.097
158.308
1.000
2.138
0.926
GraphRAG
0.493
0.624
0.047
1.795
0.000
0.170
0.396
0.241
0.458
0.154
363623.864
0.667
0.673
0.637
TOG
0.266
0.342
0.044
16.169
0.000
0.359
0.380
0.260
0.323
0.125
18730.315
0.000
3.809
0.371
Appendix
Table 11: Performance comparison of RAG methods on aggregation queries. Exact measures exact-match accuracy, ± 1 measures the proportion of predictions within one unit of the gold answer, and Null denotes invalid or empty outputs; RMSE, MdRE, MSLE, and sMAPE measure numerical errors. Higher is better for Exact and ± 1, while lower is better for Null and all error metrics.
Nantes University, LS2N, Nantes, 44300, France · National Institute of Informatics, Chiyoda-ku, Tokyo, 101-8430, Japan · Institute of Science Tokyo, Tokyo, 152-8550, Japan