Journal Report

Letters in Spatial and Resource Sciences

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Journal Information
Journal Title
Letters in Spatial and Resource Sciences
Publisher
Springer Verlag
ISSN
1864-4031
E-ISSN
1864-404X
Database
SCOPUS
Domain
Life Sciences, Physical Sciences, Social Sciences
Classification History
Year A+ A B C
2026 ✓
2025 ✓
2024 ✓
2023 ✓
2021/2022 ✓
2020 ✓
2019 ✓
2018
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Recent Articles
Spatio-temporal dynamics and poverty persistence in the Sulawesi corridor: evidence from a SAR-DPM approach
Asfar Asfar, Junaidi Junaidi, Rais Rais et al.
2026-10-21 Vol. 19 Issue 1
DOI: 10.1007/s12076-026-00451-4
Modeling the determinants of urban short-term rental prices in Gambia: a case of Greater Banjul Area
Rodrigue Samb, Uttam Kumar Roy, Manavvi S.
2026-10-21 Vol. 19 Issue 1
DOI: 10.1007/s12076-026-00449-y
Disentangling regional R&D composition from scale: evidence from Türkiye
Ipek Akad
2026-10-21 Vol. 19 Issue 1
DOI: 10.1007/s12076-026-00452-3
Assessing the impact of international public flows on renewable energy consumption: evidence from developing economies
Faouzi Boujedra
2026-10-12 Vol. 19 Issue 1
DOI: 10.1007/s12076-026-00450-5
Simultaneous spatial systems with incommensurate partitions
Sergio J. Rey
2026-9-25 Vol. 19 Issue 1
DOI: 10.1007/s12076-026-00447-0
Zipf’s law on international temperatures
Laura Hipólito, Guillermo Peña
2026-9-7 Vol. 19 Issue 1
DOI: 10.1007/s12076-026-00448-z
Fractal dimension complexity of gravitational fractals based on hexagonal and square lattices: Christaller and Lösch revisited
Michał Banaszak, Krzysztof Górnisiewicz, Peter Nijkamp et al.
2026-9-7 Vol. 19 Issue 1
DOI: 10.1007/s12076-026-00446-1
The regional determinants of per-capita CO$$_2$$ emissions growth in Europe
Daniel Schmidtner, Jesus Crespo Cuaresma
2026-8-10 Vol. 19 Issue 1
DOI: 10.1007/s12076-026-00445-2
Constructing million-cell spatial weight matrices on irregular support: a kronecker-plus-projection workflow
Gigih Fitrianto, Immanuel Satya Pekerti
2026-7-17 Vol. 19 Issue 1
DOI: 10.1007/s12076-026-00442-5
On the use of network matrices with Sherman–Morrison–Woodbury inverses in econometrics
Peter H. Egger, Kevin E. Staub
2026-7-15 Vol. 19 Issue 1
DOI: 10.1007/s12076-026-00443-4
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Printed: November 9, 2026 10:18