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Welcome to Durham Research Online (DRO)

Durham Research Online (DRO) is the University’s Open Access repository for publications. The primary purpose of DRO is to provide open access to publications authored by staff and students affiliated with Durham University.

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Latest Additions

Outcomes of co-designed communities of practice that support members to address public health issues (2024)
Journal Article
Elbrink, S. H., Elmer, S. L., Hawkins, M. H., & Osborne, R. H. (2024). Outcomes of co-designed communities of practice that support members to address public health issues. Health Promotion International, 39(4), Article daae080. https://doi.org/10.1093/heapro/daae080

Communities of practice are commonly used to support members in responding to public health issues. This study evaluated the outcomes of five co-designed communities of practice to determine if members’ expectations were met, if knowledge sharing bet... Read More about Outcomes of co-designed communities of practice that support members to address public health issues.

Towards a New Criminal Offence of Intimate Intrusions (2024)
Journal Article
McGlynn, C. (2024). Towards a New Criminal Offence of Intimate Intrusions. Feminist Legal Studies, https://doi.org/10.1007/s10691-024-09547-y

This article suggests a new approach to tackling women’s experiences of harm and abuse, particularly online, namely a criminal law of ‘intimate intrusions’. It seeks to reinvigorate Betsy Stanko’s (1985) concept of intimate intrusions, developing it... Read More about Towards a New Criminal Offence of Intimate Intrusions.

Correction to “Anosov flows, growth rates on covers and group extensions of subshifts” (2024)
Journal Article
Dougall, R., & Sharp, R. (2024). Correction to “Anosov flows, growth rates on covers and group extensions of subshifts”. Inventiones Mathematicae, 236(3), 1505-1509. https://doi.org/10.1007/s00222-024-01251-7

This note corrects an error in our paper Anosov flows, growth rates on covers and group extensions of subshifts, Invent. Math. 223:445–483, 2021. This leaves our main results, Theorem 1.1, Corollary 1.2, Theorem 1.3 and Theorem 5.1, unchanged. We als... Read More about Correction to “Anosov flows, growth rates on covers and group extensions of subshifts”.

TiO2‐Based Schottky Diodes as Bidirectional Switches for Bipolar Resistive Memories (2024)
Journal Article
Zhang, X., Jin, J., Kim, J., Balocco, C., Zhang, J., & Song, A. (2024). TiO2‐Based Schottky Diodes as Bidirectional Switches for Bipolar Resistive Memories. physica status solidi (RRL) - Rapid Research Letters, https://doi.org/10.1002/pssr.202400156

This study presents TiO2-based Schottky diodes designed as bidirectional switches for bipolar resistive memories. The TiO2 films in these Schottky diodes are prepared through an anodization process. The reverse current of these diodes exhibits an exp... Read More about TiO2‐Based Schottky Diodes as Bidirectional Switches for Bipolar Resistive Memories.