Funessian过程:一种连续时间正可分非马尔可夫过程,具有初始状态记忆。平稳态下关联函数指数衰减(通常被视为马尔可夫特征),但记忆贯穿演化。互信息作为非马尔可夫性度量。应用于随机游走,展示记忆效应打破遍历性并改变扩散系数。
Scanned 9/11/2026
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---
name: funessian-process-non-markovian
description: "Funessian过程:一种连续时间正可分非马尔可夫过程,具有初始状态记忆。平稳态下关联函数指数衰减(通常被视为马尔可夫特征),但记忆贯穿演化。互信息作为非马尔可夫性度量。应用于随机游走,展示记忆效应打破遍历性并改变扩散系数。"
---
# The Funessian process: Non-Markovian dynamics shaped by the first event
- **arXiv**: 2605.28892
- **Date**: 2026-05-29
- **Topic**: Number Theory, Statistics, Advanced Mathematics + Quantum
## Abstract
Funessian过程:一种连续时间正可分非马尔可夫过程,具有初始状态记忆。平稳态下关联函数指数衰减(通常被视为马尔可夫特征),但记忆贯穿演化。互信息作为非马尔可夫性度量。应用于随机游走,展示记忆效应打破遍历性并改变扩散系数。
## Core Methodology
连续时间正可分非马尔可夫过程构造:满足微分Chapman-Kolmogorov方程
初始状态记忆:平稳态下关联函数指数衰减但记忆保持
互信息作为非马尔可夫性度量:可靠表征过程的非马尔可夫特征
随机游走应用:记忆效应打破遍历性,修正扩散系数等输运性质
## Activation
non-Markovian process, memory effect, Chapman-Kolmogorov, ergodicity breaking, diffusion
## References
- Paper: https://arxiv.org/abs/2605.28892
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