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This interdisciplinary thesis examines the nexus of memory, war, and digitality inthe context of the Russian invasion of Ukraine. Since 2014, the unfolding Russianwar against Ukraine has epitomised how rapid technological developments haveprofoundly altered the ways in which warfare is depicted, perceived, and waged intoday’s world. These transformations have enabled new forms of engagement withwa

An integrated framework is introduced and applied to assess the health impact of airborne pollution with greater physiological relevance, moving beyond conventional exposure metrics. Measured particle number size distribution data was integrated with a regional respiratory tract deposition fractions to estimate total and alveolar deposited particle surface area concentrations. Land use regression

Responding to recent studies on the reception of Church Fathers, this paper contributes a study of how Jacques Lefèvre d'Étaples edited the writings of ps.-Dionysius the Areopagite in Latin. Focusing on how Lefèvre revised the Latin translation by Ambrogio Traversari (1386-1439), I argue that Lefèvre adapted Traversari's text to a new context by aligning the translation with earlier Latin renderin

This volume charts the history of transnational and transatlantic fascism in East Central and Southeastern Europe, a lesser-known phenomenon that occurred throughout the twentieth century into the present.Organizations and individuals in this part of the continent, under the influences of Fascist Italy and Nazi Germany, conceptualized their own forms of fascism in the 1920s, 1930s, and 1940s. Due

This study provides a simulation-based comparison of two energy storage alternatives, lithium-ion battery storage and a timer controlled domestic hot water (DHW) tank, within a Swedish residential context. The timer strategy explores the use of low-cost thermal storage to reduce electricity costs, especially in light of changing photovoltaic (PV) incentives. Different scenarios are modelled to com

For many years, fascism in East Central and Southeastern Europe remained an overlooked aspect of the history of transnational and transatlantic fascism. This introduction provides a background on how this came to pass and why we should rethink this assumption. The introduction explains how the heterogeneity of East Central and Southeastern European fascism alters the general understanding of Europ

The current climate crisis has generated social pressure to slow consumption down. Despite this, consumer culture is continuously developing and growing. How is this possible? Our paper provides theoretical clues to this question by developing a novel model of thought for consumption growth, based on Georg Simmel’s notion of Eigendynamik.

Current scholarship on urban transformation emphasizes the importance of learning, but the state of the art of research on learning dynamics in urban transformations is still conceptually and empirically fragmented. To address this deficit, we propose a research agenda and related conceptual apparatus that draws upon previous research in urban transformations and cognate fields. The proposed agend

This chapter delves into the evaluation of national innovation policies through a case study of the Brazilian National Innovation Policy (NIP). Assessing these policies poses several challenges, including the difficulty of defining and measuring policy outcomes, the scarcity of reliable data, and the intricacies of interactions among various stakeholders involved in the policy. Additionally, polit

We establish Lieb–Thirring power bounds on discrete eigenvalues of Jacobi operators for Schatten class complex perturbations of periodic and more generally finite gap almost periodic Jacobi matrices.

We study residual polynomials, Rx0,n(e), e⊂ R, x∈ R\ e, which are the degree at most n polynomials with R(x) = 1 that minimize the sup norm on e. New are upper bounds on their norms (that are optimal in some cases) and Szegő–Widom asymptotics under fairly general circumstances. We also discuss several illuminating examples and some results in the complex case such as root asymptotics, a universal

We prove a bijective unitary correspondence between (1) the isospectral torus of almost-periodic, absolutely continuous CMV matrices having fixed finite-gap spectrum E and (2) special periodic block-CMV matrices satisfying a Magic Formula. This latter class arises as E-dependent operator Möbius transforms of certain generating CMV matrices that are periodic up to a rotational phase; for this reaso

Viruses are the most abundant and genetically diverse entities on Earth, yet the functions and evolution of most viral proteins remain poorly understood. Their rapid evolution often obscures evolutionary relationships, limiting the ability to assign functions using sequence-based methods. Although the conservation of protein fold can reveal deep homologies, viral proteins remain underrepresented i