Luigi Accardi

Yun Gang Lu

Amit Vutha

Infinite Dimensional Analysis Quantum Probability and Related Topics

在过去的几年里，无限维分析和量子概率领域经历了越来越重要的发展，并发现了许多新的应用，特别是经典概率和物理学的不同分支。这些领域的一流论文数量也在以同样的速度增长。这是目前唯一专注于这些领域的期刊。它构成了被吸引到这些领域的大量数学家、数学物理学家和其他科学家的重要和中心参考点。这两个领域都具有很强的跨学科性质，与经典概率、随机分析、数学物理、算子代数、不可逆性、遍历理论和动力系统、量子群、经典和量子随机几何、量子混沌、狄利克雷形式、谐波分析、量子测量、量子计算机等。该期刊反映了这种跨学科性，并欢迎所有这些相关领域的高质量论文，特别是那些揭示与该期刊主要领域联系的论文。

In recent years, the fields of infinite dimensional analysis and quantum probability have experienced significant developments, uncovering many new applications, particularly in various branches of classical probability and physics. The number of high-quality papers in these areas has also been growing rapidly. This is currently the only journal dedicated to these fields, serving as an important reference point for a large number of mathematicians, mathematical physicists, and other scientists drawn to these areas. Both fields exhibit strong interdisciplinary characteristics, intersecting with classical probability, stochastic analysis, mathematical physics, operator algebras, irreversibility, ergodic theory and dynamical systems, quantum groups, classical and quantum stochastic geometry, quantum chaos, Dirichlet forms, harmonic analysis, quantum measurement, and quantum computing. The journal reflects this interdisciplinary nature and welcomes high-quality papers from all these related fields, especially those that reveal connections to the main areas of the journal.

在过去几年中，无限维分析和量子概率领域经历了显著的发展，并发现了许多新的应用，尤其是在经典概率和物理学的不同分支中。这些领域的高水平论文数量也在快速增长。这是目前唯一专注于这些领域的期刊，成为了吸引大量数学家、数学物理学家和其他科学家的重要参考点。这两个领域都具有强烈的跨学科特性，涉及经典概率、随机分析、数学物理、算子代数、不可逆性、遍历理论和动力系统、量子群、经典与量子随机几何、量子混沌、狄利克雷形式、谐波分析、量子测量、量子计算机等。该期刊反映了这种跨学科性，欢迎所有相关领域的高质量论文，特别是那些揭示与该期刊主要领域联系的研究。

Category	Quartile
数学	4
数学, 物理数学物理	3
数学, 应用数学	4
数学, 量子科技	4
数学, 统计学与概率论	4

An invitation to some of K.R. Parthasarathy's writings: Part I

ivySCI AI Smartly Parses PDF, Answers Researchers' Questions, and Helps You Understand Papers in Seconds

Journal Info

Category	Quartile
STATISTICS & PROBABILITY	4