GENERAL/ MISCELLANEOUS CIRCULARS
Research Paper on Distribution of Lehmer Numbers Modulo Primes by Bidisha Roy et al
By TEAM CIRCULAR EXPRESS • 20 Oct 2026
👁 4 views
• This research paper, published in Results in Mathematics, explores the distribution of Lehmer numbers modulo odd primes.
• The authors prove the existence of Lehmer quadratic residues and non-residues for primes p > e^27.
• The study provides explicit estimates for the difference between the number of such values and their expected counts.
• It also examines the density of primes for which a given integer is a Lehmer number.
• The authors prove the existence of Lehmer quadratic residues and non-residues for primes p > e^27.
• The study provides explicit estimates for the difference between the number of such values and their expected counts.
• It also examines the density of primes for which a given integer is a Lehmer number.
Purpose of Issuance
Academic research publication on number theory
Most Important Details
The paper proves the existence of Lehmer quadratic residues and non-residues for primes p > e^27 and provides bounds for the relative density of primes for which a given integer is a Lehmer number.
Research Topic
Lehmer numbers, non-primitive roots, Weil’s estimates, kloostermann sums
🔒 Document — view only
Regards, Circular Express
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GENERAL/ MISCELLANEOUS CIRCULARS
Research Paper on Distribution of Lehmer Numbers Modulo Primes by Bidisha Roy et al
By TEAM CIRCULAR EXPRESS • 20 Oct 2026
👁 4 views
• This research paper, published in Results in Mathematics, explores the distribution of Lehmer numbers modulo odd primes.
• The authors prove the existence of Lehmer quadratic residues and non-residues for primes p > e^27.
• The study provides explicit estimates for the difference between the number of such values and their expected counts.
• It also examines the density of primes for which a given integer is a Lehmer number.
• The authors prove the existence of Lehmer quadratic residues and non-residues for primes p > e^27.
• The study provides explicit estimates for the difference between the number of such values and their expected counts.
• It also examines the density of primes for which a given integer is a Lehmer number.
Purpose of Issuance
Academic research publication on number theory
Most Important Details
The paper proves the existence of Lehmer quadratic residues and non-residues for primes p > e^27 and provides bounds for the relative density of primes for which a given integer is a Lehmer number.
Research Topic
Lehmer numbers, non-primitive roots, Weil’s estimates, kloostermann sums
🔒 Document — view only
Regards, Circular Express
Similar Circulars
Athwas Retail Campaign for J&K Bank Mastercard Debit and Credit Cards
#New
Registration Form for Widows as Beneficiaries in DGR Coal Scheme
Telecom Subscription Data Highlights for September 2026 by TRAI
#TRAI
Vijayanagara, Hosapete & Hampi, Banavikallu
#Karnataka#TRAI
Good Practices for Safety in Laboratory by Bureau of Indian Standards
#Health
Closure of Disciplinary Proceedings against B.V. Subhakar, Officer Surveyor (Retd) at Survey of India
#Arunachal Pradesh#Meghalaya#Office Order