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Key issues for companies entering the Chinese WEEE recycling industry

Problem: The Chinese WEEE recycling market is today operated mostly by the informal sector. As this sector eludes the insufficiently enforced environmental laws the e-waste is recycled by means not only harmful to the environment and people working with the recycling process, but it also utilizes methods that do not recover valuable materials in a sound and efficient way. Many companies stand read

The Action-Action Gap: The Impact of Social Environments on Responsible Consumption Behavior

The purpose of this study is to generate a deeper understanding of the influence of social environments on individuals’ responsible consumption behavior. Based on between-group and within-group comparisons of data obtained from an online survey, we conducted one-way and factorial ANOVA tests. This study contributes to a better understanding of the variability in responsible consumption behaviors.

Gang entry and exit - A study of previous gang members in Sweden

Serious violence that is connected to gangs has escalated drastically in Sweden in the past years. I argue that understanding the values and attractions of joining a criminal gang are crucial in order to prevent further recruitment. In order to successfully reintegrate previous gang members, increased knowledge of the exit-process is needed. Hence, this thesis is based on interviews with eight def

Stephan Schaefer

Universitetslektor Kontaktinformation E-post: stephan [dot] schaefer [at] fek [dot] lu [dot] seOrganisation Organisation Rumsnummer: Alfa 1, vån 3, rum 3054 Hämtställe: 10 WebbplatsStephan Schaefers profil i Lunds universitets forskningsportalAndra roller Docent Organisation Affilierad forskare CIRCLE Publikationer Visar av publikationer. Sorterade efter år och sen titel. Filtrera efter typ AllaAr

https://www.ehl.lu.se/stephan-schaefer - 2026-05-13

Sarskilt-tillstand-forskarutbildning interaktiv v4

Microsoft Word - SÄRSKILT TILLSTÅND Efternamn, tilltalsnamn/Last name, first name Personnummer / Swedish personal number (or date of birth) Bostadsadress/Home address Postnummer, ortnamn, land/Post code, city, country Telefon/Phone number E-postadress/E-mail address Antagen till forskarutbildning vid/Admitted to PhD Programme at Universitet eller högskola/University Land/Country Ansökan avser kurs

https://www.graduateschool.sam.lu.se/sites/graduateschool.sam.lu.se/files/sarskilt-tillstand-forskarutbildning_interaktiv_v4.pdf - 2026-05-14

External PhDs, Permission To Particiapte In PhD Courses Application

Microsoft Word - SÄRSKILT TILLSTÅND Efternamn, tilltalsnamn/Last name, first name Personnummer / Personal identity number (or date of birth) Bostadsadress/Home address Postnummer, ortnamn, land/Post code, city, country Telefon/Phone number E-postadress/E-mail address Antagen till forskarutbildning vid/Admitted to PhD Programme at Universitet eller högskola/University Land/Country Ansökan avser kur

https://www.soclaw.lu.se/en/sites/soclaw.lu.se.en/files/2023-06/external%20PhDs,%20Permission%20to%20particiapte%20in%20PhD%20courses%20application.pdf - 2026-05-14

Simulation of System Brake Efficiency in a Double Compression-Expansion Engine-Concept (DCEE) Based on Experimental Combustion Data

The double compression-expansion engine concepts (DCEE) are split-cycle concepts where the compression, combustion, expansion and gas exchange strokes occur in two or more different cylinders. Previous simulation studies reveal there is a potential to improve brake efficiency with these engine concepts due to improved thermodynamic and mechanical efficiencies. As a continuation of this project thiThe double compression-expansion engine concepts (DCEE) are split-cycle concepts where the compression, combustion, expansion and gas exchange strokes occur in two or more different cylinders. Previous simulation studies reveal there is a potential to improve brake efficiency with these engine concepts due to improved thermodynamic and mechanical efficiencies. As a continuation of this project thi

30novkgmus fova eng

Programme Syllabus Bachelor’s Programme in Music, Folk and World Music 180 credits Programme Syllabus 1. IDENTIFICATION • Name of programme: Bachelor’s Programme in Music, Folk and World Music • Scope of programme in higher education credits: 180 • Cycle: First • Programme code: KGMUS. Specialisation: FOVÄ. 2. DETAILS OF APPROVAL Syllabus approved by the Board of the Faculty of Fine and Performing

https://www.mhm.lu.se/en/sites/mhm.lu.se.en/files/2020-12/30novkgmus_fova_eng.doc - 2026-05-14

Kgmus fova syllabus eng

Programme Syllabus Bachelor’s Programme in Music, Folk and World Music 180 credits Programme Syllabus 1. IDENTIFICATION • Name of programme: Bachelor’s Programme in Music, Folk and World Music • Scope of programme in higher education credits: 180 • Cycle: First • Programme code: KGMUS. Specialisation: FOVÄ. 2. DETAILS OF APPROVAL Syllabus approved by the Board of the Faculty of Fine and Performing

https://www.mhm.lu.se/en/sites/mhm.lu.se.en/files/2020-12/kgmus_fova_syllabus_eng.pdf - 2026-05-14

Income inequality and life expectancy: A study on inequality and its potential effect on longevity

The potential effects of income inequality have received much attention from researcher and policy-makers in recent years. Income inequality is found by many researchers to have negative effect on health outcomes, crime rates and long-term economic growth. Previous studies have focused mainly on developed countries due to data availability. This study aims at further investigate the hypothesis of

Effective persistency evaluation via exact excursion distributions for random processes and fields

Finding the probability that a stochastic system stays in a certain region of its state space over a specified time -- a long-standing problem both in computational physics and in applied and theoretical mathematics -- is approached through the extended and multivariate Rice formula. In principle, it applies to any smooth process multivariate both in argument and in value given that efficient numeFinding the probability that a stochastic system stays in a certain region of its state space over a specified time—a long-standing problem both in computational physics and in applied and theoretical mathematics—is approached through the extended and multivariate Rice formula. In principle, it applies to any smooth process multivariate both in argument and in value given that efficient numerical