website update: 2025-07-19 21:03:17

Author: ievlevpn

vault/_talks/2025-invited-wroclaw.md

@@ -12,8 +12,6 @@ video:
 abstract: 
 topics:
 ---
-## Abstract
-
 Understanding how long a stochastic system stays in a "safe" region is a core
 question in risk management, queueing and reliability. In this project we study
 high exceedance probabilities of the form
@@ -43,8 +41,4 @@ detailing conditional process behaviour, uniform convergence, and properties of
 the functionals themselves. The presentation will outline the main theorems,
 discuss the crucial assumptions, and illustrate the framework's applicability
 with examples. This work provides a unified approach to understanding extreme
-sojourns for a broad class of Gaussian models.
-
-## Materials
-
-- [Slides](assets/slides/2025-slides-SPA-conference.pdf)
+sojourns for a broad class of Gaussian models.