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Sankore

Named after the University of Sankore in Timbuktu — one of the world’s oldest centres of learning. Every figure here is computed from work-level records in our own graph, never copied from a source’s summary count.

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Coverage is partial and says so. A country appears with its research output only once its works have been swept; until then the portal shows whatever the graph happens to hold for it and labels it as exactly that.

Daniel Francis · Sankore

Federal University of Technology Owerri

Daniel Francis

ORCID, self-asserted

ORCID 0000-0002-9625-2549

This profile carries an ORCID the researcher published on their own record — the strongest evidence available short of a human confirming it.

Publications

7

Citations

13

h-index

2

Computed over the works the graph holds, so it is a floor rather than a career figure.

i10-index

0

Works published 2022 onward have been swept for this country. Figures are complete within that window, to the extent the open indexes are.

Affiliations

Every institution this scholar has appeared with on a work, by how many.

Federal University of Technology Owerri7 works
Michael Okpara University of Agriculture3 works

Publications

7 works in the graph, newest first.

Another Meir-Keeler-type nonlinear contractions
2025AIMS MathematicsJournalOpen accessFirst author0 citations10.3934/math.2025349
Some Common Fixed Point Results of Tower Mappings in (Pseudo)modular Metric Spaces
2024SymmetryJournalOpen accessFirst author1 citations10.3390/sym16070896
Some common fixed point theorems in generalized modular metric spaces with applications
2023Scientific AfricanJournalOpen accessSenior author1 citations10.1016/j.sciaf.2023.e02018
Fixed point theorems for metric tower mappings in complete metric spaces
2023The Journal of AnalysisJournalSenior author1 citations10.1007/s41478-023-00661-9
A generalized contraction mapping applied in solving modified implicit $$\phi $$-Hilfer pantograph fractional differential equations

2022The Journal of AnalysisJournal4 citations10.1007/s41478-022-00500-3

On fixed point theorems for a class of $$\alpha$$-$${\hat{v}}$$-Meir–Keeler-type contraction mapping in modular extended b-metric spaces

2022The Journal of AnalysisJournal5 citations10.1007/s41478-022-00403-3

Common fixed point theorems in modular metric spaces with applications to nonlinear integral equation of Urysohn type

2022The Journal of AnalysisJournal1 citations10.1007/s41478-022-00393-2