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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.

Vulnerabilities of \(ex^2\) - \(y^2\)\(\phi\) (N)= z Using Modulus of the Form N= \(p^r\)\(q^s\)

2023Journal of Advances in Mathematics and Computer ScienceJournalOpen access

10.9734/jamcs/2023/v38i81790 Full text0 citations

Authors

4 authors across 2 institutions in 1 country.

Sadiq ShehuFirst author
- Sokoto State University (NG)
Buhari Auwalu Ibrahim
- Federal Polytechnic Oko (NG)
Aminu A. Ibrahim
- Federal Polytechnic Oko (NG)
Rufai AhmadSenior author
- Sokoto State University (NG)
as printed: Ahmad Rufai

Fields

Assignment is probabilistic — a work belongs to several fields in proportions.

Cryptography and Residue Arithmeticlevel 3 · 0.98

Sources

Several sources describing one work is the point — it means the record rests on more than one authority.

openalexseen September 9, 2026
2023 · Journal of Advances in Mathematics and Computer Science · 0 citations
https://openalex.org/W4381094230

Vulnerabilities of \(ex^2\) - \(y^2\)\(\phi\) (N)= z Using Modulus of the Form N= \(p^r\)\(q^s\) · Sankore