Organizations: Department of Automation, Tsinghua University, Beijing, 100084, China · School of Software, Tsinghua University, Beijing, 100084, China · School of Computer Science, Northwestern Polytechnical University, Xi’an, 710129, China · Inspur Yunzhou Industrial Internet Co. Ltd, Jinan, 250101, China
Financial time-series forecasting must capture price dynamics across heterogeneous assets while incorporating news available at prediction time. We introduce DualCast, a dual-path framework that extends a frozen language model with a discrete financial vocabulary. Each log-return patch is represented by a learned summary token and three residual shape tokens, preserving local drift and volatility while allowing shape patterns to be shared across assets. To improve codebook utilization, we develop adaptive frequency-equalizing residual vector quantization, which rebalances overloaded codewords without compromising reconstruction accuracy. The fast path trains only the new financial-token embeddings and output heads on a frozen Qwen3-8B backbone. A toggleable LoRA adapter enables a slow path that conditions on the fast forecast and news available at the forecast origin to produce a revised prediction. The reviser is initialized by supervised fine-tuning and further optimized with a return-space group relative policy optimization objective that rewards improvements over the fast forecast. In zero-shot evaluations covering equities and energy prices at five-minute, daily, and weekly resolutions, the slow path achieves the lowest mean absolute percentage error among the compared methods in 8 of 12 dataset-horizon settings, including every longest-horizon setting. News ablations indicate additional gains in most tested settings, although their magnitude varies across markets. DualCast thus combines a fast numerical forecaster with an optional text-conditioned revision mechanism.
Figures & tables
Figure 1: Overview of DualCast . The scale–shape tokenizer separates scale statistics from residual shape patterns and maps both to a hierarchical financial-token sequence. Fast mode predicts future financial tokens using the shared frozen backbone. Slow mode activates a LoRA adapter and uses causally available text together with the fast forecast to produce a news-conditioned revision. The adapter is initialized by supervised fine-tuning and subsequently optimized with the return-space GRPO objective described in Section 3 .
Dataset
Market / freq.
Modality
MTBench-short [ 4 ]
US eq., 5-min
price only
SP500 [ 30 ]
US eq., daily
price + news
HS300 [ 30 ]
CN eq., daily
price + news
Energy [ 16 ]
US gas, weekly
price + news
Table 1: Evaluation datasets, covering markets, sampling frequencies, and input modalities. All datasets are evaluated zero-shot at horizons H∈{16,32,64} .
Component
Params
Trained
Qwen3-8B backbone
8.19 B
frozen
+ Financial tokens ( 4,097 ; embed + head)
33.6 M
Stage 1
+ LoRA adapter ( q,v ; r=32 )
15.3 M
Stage 2
Total trainable
48.9 M
0.60%
Table 2: Parameter-efficient training footprint of DualCast . The 8.2B backbone remains frozen; 48.9M parameters (0.60%) are trained across the two stages.
MTBench (5-min)
SP500
HS300
Energy
Model
16
32
64
16
32
64
16
32
64
16
32
64
Chronos-2
1.51
1.77
2.07
4.98
6.82
11.12
5.84
7.13
9.50
7.11
10.47
13.56
TimesFM-2.5
1.47
1.73
2.04
5.03
7.01
11.25
6.10
7.21
9.74
7.09
10.43
13.65
Timer
1.59
1.90
2.25
7.04
9.61
15.17
6.38
7.77
10.63
7.76
10.70
13.91
Time-MoE
1.57
1.90
2.31
6.55
9.05
14.23
6.06
8.25
11.09
7.45
10.62
14.05
Moirai-2.0
1.46
1.72
2.03
5.03
7.09
11.29
6.17
7.20
9.49
7.13
10.20
13.59
Table 3: Forecasting MAPE (%, ↓ ) across markets and frequencies. MTBench-short is five-minute and evaluated with price only; SP500 / HS300 are daily, and Energy is weekly. DualCast uses no dataset-specific fine-tuning. Best per column in bold .
Dataset
Mode
H=16
32
64
MTBench
Fast
1.49
1.76
2.05
SFT
1.45
1.69
1.96
Slow
1.45
1.68
1.96
SP500
Fast
6.23
9.03
15.26
SFT
5.68
7.87
14.03
Slow
4.81
6.45
9.80
Table 4: Ablation of the three DualCast modes on identical windows. MAPE (%, ↓ ); best per row group in bold . MTBench-short is five-minute and price-only; SP500 / HS300 are daily, and Energy is weekly.
MAPE (%, ↓ )
Directional acc. ( ↑ )
Dataset
News
H=16
32
64
H=16
32
64
Energy
removed
7.30
10.37
13.48
0.49
0.42
0.45
real
7.31
10.32
13.27
0.55
0.54
0.51
SP500
removed
5.67
7.55
10.64
0.51
0.52
0.48
real
5.63
7.49
10.56
0.53
0.55
0.50
HS300
removed
6.41
7.91
10.04
0.53
0.57
0.54
Table 5: News ablation: point error (MAPE, %, ↓ ) and directional accuracy ( ↑ ) of the Slow reviser with real news vs. with news removed, on identical date-aligned windows. Better of the two conditions per column in bold .
Figure 2: Representative Fast–SFT–Slow forecasts on identical windows. Gray denotes the observed history, black the realized future, blue the fast Stage-1 forecast, green the SFT reviser, and orange the RL-tuned slow reviser. The MTBench example shows a small refinement when the fast estimate is already reasonable; the SP500 example shows the two refinement stages correcting a larger fast-mode deviation. These cases are illustrative; aggregate improvements are reported in Table 4 .
Mode
Latency (s)
Avg Generated tokens
Fast
0.37
16
Slow
5.85
199
Table 6: Cost of deliberation: per-forecast latency (median) and number of generated tokens on SP500 (single H800, batch 1, greedy decoding). The fast path decodes only the forecast tokens; the slow path additionally generates a reasoning trace and regenerates the forecast.
Figure 3: Additional SP500 revision examples. The slow path (orange) conditions on the fast forecast (blue) and causally available text. In both examples it removes a substantial portion of the fast path’s scale or local-trajectory error, although it does not reproduce every short-term fluctuation in the realized path (black). These examples complement the paired aggregate news ablation in Table 5 .
Figure 4: Representative slow-path forecasts (orange dashed) against the realized future (black) following the observed history (gray); the dotted vertical line marks the forecast origin. The three examples cover five-minute MTBench and daily SP500 and HS300 data.
This technical report presents EXAONE Forecast for Finance (EXAONE Finance), a financial time series (TS) foundation model (TSFM) tailored to financial forecasting. Recent TSFMs achieve strong zero-shot performance through large-scale pretraining. However, they are primarily developed for general-domain TS and largely rely on self-attention backbones whose computational cost grows quadratically with sequence length and variate count. Moreover, they assume fully observed inputs and are pretrained on corpora that fail to capture the unique dynamics of financial markets. These limitations hinder their applicability to finance, where long, many-channel, intermittently observed panels are common. To address these challenges, EXAONE Finance adopts an attention-free architecture, replacing self-attention with two simple yet effective linear-time operators: 1) a causal 1D convolution for temporal mixing and 2) a group-aware pooling multi-layer perceptron (MLP) for variate mixing. Furthermore, a masked context augmentation exposes the model to contiguous missing spans during training, improving robustness to the missingness pervasive in financial markets. EXAONE Finance is pretrained on a large-scale financial corpus covering not only equities but also foreign exchange, commodities, crypto-assets, fixed income, and macroeconomic indicators. On FinVerse, a financial forecasting benchmark covering diverse asset classes, EXAONE Finance attains state-of-the-art performance, ranking first across all three evaluation tiers---point-forecast accuracy, cross-sectional asset ranking, and portfolio profitability.
Language models used in financial backtests suffer from look-ahead bias, as a model trained on text published after the study period has already observed the outcomes it is asked to predict. To handle this issue, point-in-time (PIT) language models are pretrained on chronologically filtered corpora and released as one checkpoint per calendar year, each with a documented cutoff. However, each additional year costs a full pretraining run, and whether that run is necessary has never been tested. In this paper, we show that the annual pretraining run is not necessary. We instead compare each checkpoint against the newer one that replaced it, and find that the newer checkpoint scores no better on the same evaluation window. Motivated by this observation, we propose PALM (Point-in-time Adaptation for financial Language Models), a simple yet effective alternative to annual pretraining that fits a low-rank adapter on text published before the decision date without modifying any pretrained weight. We further find that a small adapter is enough to add a new period to the knowledge an old checkpoint already encodes, and that this outperforms continued pretraining. We validate PALM on a decade of financial news and on various families of PIT models, whose cutoffs span two decades and whose sizes range from 1.3 to 4.2B. Code is available at: https://github.com/seunghan96/palm.
Post-training has been shown to significantly improve language models' performance on tasks with verifiable outcomes, including mathematical reasoning, software engineering, and computer use. However, whether the same approach can improve forecasting in financial markets is much less clear. Compared with tasks with verifiable outcomes, not only are realized returns noisy, but even what constitutes a relevant information set for making effective predictions is not obvious a priori: the model must decide which observations to gather and then commit to a numerical judgment before the outcome is known. We study this question in a chronological stock-price sandbox, where a language model gathers price, volume, relative-performance, and market-context evidence and predicts a future return. We post-train Qwen3-4B with supervised fine-tuning (SFT) on tool-use demonstrations, then proximal policy optimization (PPO) with a terminal reward given by the forecast score against the realized return. The resulting AURA-4B more than doubles the starting direction--magnitude score, from 20.94 to 43.31, and is comparable to frontier language models on this benchmark. Conditional magnitude agreement rises from 33.3 to 66.2, while directional accuracy changes from 62.9 to 65.4. SFT expands tool use, and PPO further increases the share of ranking and market-context queries. These results show that post-training can substantially improve financial forecasting performance, together with changes in how the model investigates the market, on this outcome-selected benchmark.
Jiacheng Guo, Suozhi Huang, Shuzhen Li +11
Princeton University · InclusionAI · Harvard University +1