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D. S. Gireesh
Observed names:
D. S. GIREESH,
D.S. Gireesh,
Gireesh, D. S.,
Gireesh, D.S.,
Giresh, D. S.
Institution:
B.M.S. College of Engineering
Observed institutions:
B.M.S. College of Engineering,
M S Ramaiah University of Applied Sciences,
R.V. College of Engineering,
Dayananda Sagar College of Engineering,
Bangalore University
ORCID:
0000-0002-2804-6479
Observed ORCID:
0000-0002-2804-6479
OpenAlex ID:
A5004422024
Congruences for Andrews' singular overpartitions
2016
·
M.S. Mahadeva Naika
, D.S. Gireesh
·
Journal of Number Theory
·
26
PDF
Congruences for overpartitions with restricted odd differences
2018
·
M. S. Mahadeva Naika
, D. S. Gireesh
·
Afrika Matematika
·
8
On 3-regular partitions with odd parts distinct
2016
·
D. S. Gireesh
, M. D. Hirschhorn
, et al.
·
The Ramanujan Journal
·
8
On 3-Regular Partitions in 3-Colors
2019
·
D. S. Gireesh
, M. S. Mahadeva Naika
·
Indian Journal of Pure and Applied Mathematics
·
7
Congruences for 3-Regular Partitions With Designated Summands
2016
·
Naika, M.S.M.
, Gireesh, D.S.
·
5
On an Overpartition Analogue of $SOME(n)$
2026
·
Gireesh, D. S.
, Hemanthkumar, B.
·
arXiv (Cornell University)
·
3
PDF
ON $5^k$ -REGULAR PARTITIONS MODULO POWERS OF $5$
2025
·
B. HEMANTHKUMAR
, D. S. GIREESH
·
Bulletin of the Australian Mathematical Society
·
2
Congruences for $$\ell$$-regular overpartitions into odd parts
2022
·
C. Shivashankar
, D. S. Gireesh
·
Boletín de la Sociedad Matemática Mexicana
·
2
On 3 and 9-regular cubic partitions
2019
·
Gireesh, D. S.
, Naika, M. S. Mahadeva
, et al.
·
arXiv (Cornell University)
·
2
PDF
Formulas for cubic partition with 3-cores
2017
·
D.S. Gireesh
·
Journal of Mathematical Analysis and Applications
·
2
PDF
Arithmetic properties arising from Ramanujan’s theta functions
2016
·
M. S. Mahadeva Naika
, D. S. Gireesh
·
The Ramanujan Journal
·
2
Arithmetic properties of partition k-tuples with odd parts distinct
2016
·
M. S. Mahadeva Naika
, D. S. Gireesh
·
ePrints@Bangalore University (Bangalore University)
·
2
PDF
On 2-color partitions with one color restricted to multiples of $$5^k$$
2026
·
C. Shivashankar
, B. Hemanthkumar
, et al.
·
ANNALI DELL UNIVERSITA DI FERRARA
·
1
PDF
A new analogue of $t$-core partitions
2021
·
D. S. Gireesh
, Chiranjit Ray
, et al.
·
Acta Arithmetica
·
1
On 2-Color Partitions in Which the Parts of One Color Are Restricted to Multiples of \(7^k\)
2026
·
Giresh, D. S.
, Shivashankar, C.
, et al.
·
Zenodo (CERN European Organization for Nuclear Research)
Exponential stability analysis of time-varying delay neural networks by the creation of experimental Lyapunov functionals
2026
·
V. Umesha
, D. S. Gireesh
, et al.
·
Boletim da Sociedade Paranaense de Matemática
Infinite families of congruences modulo powers of 5 for 2-color partition
2025
·
C. Shivashankar
, D. S. Gireesh
, et al.
·
Boletim da Sociedade Paranaense de Matemática
PDF
On $7^k$-regular partitions modulo powers of $7$
2025
·
Gireesh, D. S.
, B, HemanthKumar
·
arXiv (Cornell University)
PDF
Partition-theoretic interpretation for certain truncated series
2022
·
Gireesh, D. S.
, Hemanthkumar, B.
·
arXiv (Cornell University)
PDF
New congruences for $$\ell $$-regular overpartition pairs
2022
·
C. Shivashankar
, D. S. Gireesh
·
Afrika Matematika
Recurrence relation for computing a bipartition function
2018
·
D.S. Gireesh
, M.S. Mahadeva Naika
·
Rocky Mountain Journal of Mathematics
PDF
Modular relations for J-invariant and explicit evaluations.
2016
·
M. S. Mahadeva Naika
, D. S. Gireesh
, et al.
·
ePrints@Bangalore University (Bangalore University)
PDF
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Works count:
22
Citation count:
71
H-index:
5
I10-index:
1
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