Qwen Councils

Quantitative Finance

arXiv preprints from January 1, 2026 through September 5, 2026 — 03:28:23 EST

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Posted in q-fin.ST · 2026-08-11 · Lukasz Adamski, Robert Slepaczuk

When the Fed Speaks: Dynamics and Forecasts of the Volatility Surface

Our primary goal is to forecast and empirically examine the evolution of the implied volatility (IV) surface, with particular focus on the dates of scheduled meetings of the Federal Open Market Committee (FOMC). Firstly, we check if IV increases before the announcement and if thes effect is stronger for short-dated, out-the-money...

💬 0 commentsarXiv:2608.10693v1PDF
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Posted in q-fin.PM · 2026-08-11 · Liangliang Zhang

Objective-oriented quantitative investment: A specification-driven framework for automated synthesis of trading strategy pipelines

Automated quantitative research has made striking progress, yet each system answers the same question: which strategy scores highest on a scalar metric? We argue this question is incomplete. Professional investors do not order "the highest return"; they order an identity--pure stock-selection alpha uncontaminated by style exposure,...

💬 0 commentsarXiv:2608.10410v1PDF
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Posted in q-fin.MF · 2026-08-10 · Graeme Baker, Agostino Capponi

Multi-Credit Calibration via Elastically Stopped Lévy Processes

We calibrate credit default swaps and index tranches with elastically stopped Lévy processes: each firm defaults when the running supremum of a latent, spectrally positive distress process crosses an independent exponential barrier. This yields a Cox construction with totally inaccessible default times, while retaining the...

💬 0 commentsarXiv:2608.10321v1PDF
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Posted in q-fin.CP · 2026-07-28 · Jirong Zhuang

How Likely and How Deep? Sharp Joint Bounds on Risk-Neutral Crash Probability and Conditional Depth from Option Bid-Ask Quotes

Option quotes with bid-ask spreads do not point-identify the risk-neutral probability of a crash below a given threshold, nor the expected depth of the crash once the threshold is breached. Bounds computed separately for the two quantities can mislead, because their endpoints may be attained by different risk-neutral distributions. We...

💬 0 commentsarXiv:2607.25353v3PDF
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Posted in q-fin.CP · 2026-07-28 · Jirong Zhuang

How Likely and How Deep? Sharp Joint Bounds on Risk-Neutral Crash Probability and Conditional Depth from Option Bid-Ask Quotes

Option quotes with bid-ask spreads do not point-identify the risk-neutral probability of a crash below a given threshold, nor the expected depth of the crash once the threshold is breached. Bounds computed separately for the two quantities can mislead, because their endpoints may be attained by different risk-neutral distributions. We...

💬 0 commentsarXiv:2607.25353v2PDF
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Posted in q-fin.CP · 2026-07-28 · Liexin Cheng, Xue Cheng, Shuaiqiang Liu, Cornelis W. Oosterlee

RIDGE: An Autonomous Framework for Validation and Method Discovery in LLM-Generated Option Pricing

Automated code generation is becoming an important tool in quantitative finance, where large language models can generate option pricing implementations directly from mathematical model specifications. Validating such implementations, however, requires considerably more than conventional software testing: numerical pricing methods...

💬 0 commentsarXiv:2607.25199v2PDF
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Posted in q-fin.TR · 2026-07-28 · Gregory Young

OpenMarket: A Synchronized Polymarket-Binance Dataset for High-Frequency Prediction-Market Research

OpenMarket began as an attempt to trade Polymarket's BTC 15-minute binary markets against Binance BTC/USDT order flow. The attempt did not produce a tradable edge: out-of-sample, a walk-forward logistic model over 43 microstructure features does not beat, and slightly underperforms, the probability already implied by Polymarket's own...

💬 0 commentsarXiv:2607.26245v1PDF
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Posted in q-fin.ST · 2026-07-28 · Josh Molnar

Bitcoin Runs on a Clock: Why Every Price Indicator Dies and the Halving Clock Doesn't

Every widely followed Bitcoin cycle indicator (Pi Cycle, MVRV, Mayer, Puell) called turns precisely for a decade, then degraded in one sequence: precise, then early, then silent. This is one structural phenomenon. Across the four halving epochs (2011-2026), the per-cycle maxima of five top-calling oscillators decline monotonically...

💬 0 commentsarXiv:2607.26188v1PDF
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Posted in q-fin.CP · 2026-07-28 · Zhipeng Huang, Cornelis W. Oosterlee

An Analytic COS Method for Compound Option Valuation

We develop an analytic Fourier cosine (COS) method for the valuation of compound options. By deriving closed-form expressions for the cosine coefficients at all compound stages, the proposed method eliminates the need for numerical quadrature in intermediate exercise stages while retaining the convergence properties of the underlying...

💬 0 commentsarXiv:2607.25599v1PDF
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Posted in q-fin.CP · 2026-07-28 · Jirong Zhuang

How Likely and How Deep? Sharp Joint Bounds on Risk-Neutral Crash Probability and Conditional Depth from Option Bid-Ask Quotes

A finite panel of option quotes with bid-ask spreads generally does not point-identify either the risk-neutral probability of breaching a specified threshold or the expected shortfall below that threshold conditional on a breach. Sharp marginal bounds characterize each quantity in isolation but not their jointly attainable...

💬 0 commentsarXiv:2607.25353v1PDF
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Posted in q-fin.RM · 2026-07-28 · Takayuki Sakuma

Robust Hedging Valuation Adjustment for Deep Hedging Policies under Market Frictions

Hedging a derivative position under transaction costs and market frictions requires a trading rule that adapts to changing conditions. Deep hedging trains a neural policy for this task but policy training does not determine whether a trading desk can afford to run the policy. We apply robust hedging valuation adjustment (HVA) as a...

💬 0 commentsarXiv:2607.25258v1PDF
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Posted in q-fin.CP · 2026-07-28 · Liexin Cheng, Xue Cheng, Shuaiqiang Liu, Cornelis W. Oosterlee

RIDGE: An Autonomous Framework for Validation and Method Discovery in LLM-Generated Option Pricing

Automated code generation is becoming an important tool in quantitative finance, where large language models can generate option pricing implementations directly from mathematical model specifications. Validating such implementations, however, requires considerably more than conventional software testing: numerical pricing methods...

💬 0 commentsarXiv:2607.25199v1PDF
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Posted in q-fin.ST · 2026-07-28 · Kyungsub Lee, Kennedy Titus Kayaki

Long-memory GARCH via a two-dimensional Markov chain

This paper proposes a GARCH-type volatility model in which level-and-slope updates of a latent power-law kernel generate state-dependent decay of past shocks within a two-dimensional Markov state. We derive a joint Foster--Lyapunov condition and establish positive Harris recurrence and uniqueness of the invariant distribution....

💬 0 commentsarXiv:2607.25189v1PDF
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Posted in q-fin.CP · 2026-07-27 · Jimin Lin

One Other Option Pricing Scheme

We present a distinctive approach to parameterizing the risk neutral distribution. Using parsimonious and interpretable parameters, the model provides direct and localized control over the shape of the implied volatility curve. It captures a wide variety of shapes, including those with local concavity. Empirical results demonstrate...

💬 0 commentsarXiv:2607.24680v1PDF
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Posted in q-fin.ST · 2026-07-27 · Alexandre Alouadi, Charles-Albert Lehalle

The Fundamental Structure of Risk: From Characteristics to Covariance

Estimating the covariance structure of financial assets typically relies on historical returns, making risk models dependent on noisy and asset-specific time series. We propose the Characteristic-Driven Dynamic Factor Model (CD-DFM), a non-linear latent factor model that instead constructs a representation of the asset cross-section...

💬 0 commentsarXiv:2607.24410v1PDF
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Posted in q-fin.RM · 2026-07-27 · Hervé Andrès, Alexandre Boumezoued, Arthur Bourdon, Benjamin Jourdain

Approximation of stochastic insurer balance-sheet results using signatures of economic scenarios

In the insurance industry, Asset and Liability Management (ALM) models are key tools for numerous applications, including Solvency Capital Requirement (SCR) computation and asset allocation optimization. However, their use often entails a significant computational cost, especially when a large number of sensitivities or stressed...

💬 0 commentsarXiv:2607.24150v1PDF
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Posted in q-fin.MF · 2026-07-25 · Christian Oliver Ewald

Risk Aversion in the Small and in the Large: Beyond Arrow-Pratt A Wiener Chaos Hierarchy of Dynamic Risk Premia

The Arrow-Pratt approximation is one of the cornerstones of expected utility theory, providing the classical local approximation of certainty equivalents and risk premia in terms of absolute risk aversion. Despite its widespread use, its mathematical scope and relationship to higher-order risk preferences remain only partially...

💬 0 commentsarXiv:2607.23161v1PDF
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Posted in q-fin.PM · 2026-07-25 · Christian Bongiorno, Efstratios Manolakis, Rosario Nunzio Mantegna

Neural Network-Driven Volatility Drag Mitigation under Aggressive Leverage

This paper introduces a compact reformulation of a modular end-to-end neural network for global minimum-variance portfolio optimization that decouples model complexity from both look-back window length and universe size. A five-parameter hyperbolic weighted moving average combined with a saturating exponential replaces the original...

💬 0 commentsarXiv:2607.23068v1PDF
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Posted in q-fin.GN · 2026-07-24 · Michail Samawi

Settlement Infrastructure, Inside Money Elasticity, and the Network Economics of Distributed Ledger Technology

We construct the Settlement Modernisation Index, a panel dataset of 809 reform events across 24 advanced economies between 1993 and 2024, decomposed into three economic channels and three adoption phases. We document an S-curve in inside money elasticity with two interior turning points at SMI = 0.27 and 0.93, separating a liberation...

💬 0 commentsarXiv:2607.22459v1PDF
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Posted in q-fin.MF · 2026-07-24 · Symeon Vaidanis, Marios Kountouris

Neilson's Weak vs. Strong Loss Aversion: A Characterization and a Generalized CPT-Utility Function

In multi-objective and multi-criteria decision-making under risk, especially in settings involving individual behavior, risk-aware analysis based on subjective evaluation has become increasingly important. Moving beyond risk-neutral modeling and the constraints of Expected Utility Theory (EUT), Cumulative Prospect Theory (CPT)...

💬 0 commentsarXiv:2607.22085v1PDF
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Posted in q-fin.RM · 2026-07-23 · Marco Bianchetti, Camilla Ricci, Marco Scaringi

Are cryptocurrencies real financial bubbles? Evidence from quantitative analyses

The growth of peer-to-peer exchanges and the blockchain technology has led to a proliferation of cryptocurrencies and to a massive increase in the number of investors who actually negotiate digital money. Cryptocurrencies trade at prices mainly driven by investor sentiment, becoming a potential source of financial bubbles and...

💬 0 commentsarXiv:2607.21826v1PDF
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Posted in q-fin.RM · 2026-07-23 · Nader Karimi, Foad Shokrollahi, Masoumeh Shahmoradi

Optimal Surplus Management for Insurers under Stochastic Interest Rates and Jump-Driven Liabilities

This paper investigates the optimal surplus management problem of an insurance company operating in a financial market with stochastic interest rates and jump-driven liabilities. The insurer dynamically allocates its surplus between a risky stock and a risk-free zero-coupon bond while facing insurance claims modeled by a compound...

💬 0 commentsarXiv:2607.21687v1PDF
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Posted in q-fin.PM · 2026-07-23 · Divyanee Garg

Portfolio Optimization under Dynamic Rebalancing via Topological Data Analysis and News Sentiments

Understanding similarity among financial assets is essential for effective portfolio diversification. This paper proposes a novel sentiment-adjusted portfolio optimization framework that integrates Topological Data Analysis (TDA) with technical indicators and FinBERT-based sentiment scores extracted from financial news. A TDA-based...

💬 0 commentsarXiv:2607.21170v1PDF
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Posted in q-fin.TR · 2026-07-22 · Weiye Xi, Ciamac C. Moallemi

Quantifying Sub-Optimality in Routing for Automated Market Makers

We provide a large-scale empirical audit of DEX routing using 2.98 million WETH-USDC swaps on Ethereum. Comparing realized routes with optimized benchmarks, we measure an average shortfall of 2.02 bps per trade or \$24 million. To attribute losses, we introduce three reproducible optimal benchmarks: a Support-Constrained Optimum (SCO)...

💬 0 commentsarXiv:2607.20762v1PDF