Calcul de Wick en dimension infinie
Bernard Lascar
TL;DR
This paper establishes lower bounds in high-dimensional spaces, providing theoretical insights into the behavior of Wick calculus as the dimension tends to infinity.
Contribution
It introduces new lower bound results for Wick calculus in infinite-dimensional settings, advancing theoretical understanding.
Findings
Proved lower bounds in large dimensions
Extended Wick calculus to infinite-dimensional spaces
Provided mathematical tools for high-dimensional analysis
Abstract
We prove a result on lower bounds in large dimensions.
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Taxonomy
TopicsAdvanced Mathematical Modeling in Engineering