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Author

Megha Goyal

Observed names: Goyal, Megha, M. Goyal, MEGHA GOYAL
Institution: Punjabi University
ORCID: 0000-0003-4767-0821
Observed ORCID: 0000-0003-4767-0821
OpenAlex ID: A5004654837
Lattice Paths and Rogers Identities
2011 · Ashok Kumar Agarwal, Megha Goyal · Open Journal of Discrete Mathematics · 8
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On 3-way combinatorial identities
2018 · A K Agarwal, Megha Goyal · Proceedings - Mathematical Sciences · 5
New Partition Theoretic Interpretations of Rogers-Ramanujan Identities
2012 · A. K. Agarwal, M. Goyal · International Journal of Combinatorics · 5
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New combinatorial interpretations of some Rogers-Ramanujan type identities
2017 · Megha Goyal · Contributions to Discrete Mathematics · 3
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On a generalized basic series and Rogers-Ramanujan type identities
2023 · Pooja Sonik, D. Ranganatha, et al. · Contributions to Discrete Mathematics · 2
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An Analogue of Euler’s Identity and Split Perfect Partitions
2018 · MEGHA GOYAL · Bulletin of the Australian Mathematical Society · 2
On Rogers-ramanujan Type Identities for Overpartitions and Generalized Lattice Paths
2018 · Megha Goyal · Bulletin of the Korean Mathematical Society · 2
On combinatorial extensions of Rogers-Ramanujan type identities
2017 · Megha Goyal · Contributions to Discrete Mathematics · 2
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On q-Series and Split Lattice Paths
2020 · Megha Goyal · Graphs and Combinatorics · 1
Combinatorial identities for tenth order mock theta functions
2019 · Megha Goyal, M Rana · Proceedings - Mathematical Sciences · 1
On the combinatorics of modified lattice paths and generalized q --series
2018 · Meenakshi Rana, Megha Goyal · Contributions to Discrete Mathematics · 1
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Generalized combinatorial identities for split ($n+t$)-color partitions
2026 · Manjeet Singh, Megha Goyal · Contributions to Discrete Mathematics
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On a generalized 6-way combinatorial identity
2024 · Megha Goyal, Pooja Sonik · Proceedings - Mathematical Sciences
Split lattice paths and Rogers-Ramanujan type identities
2024 · Bhanu Marwah, Megha Goyal · Contributions to Discrete Mathematics
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On a generalized basic series and Rogers–Ramanujan type identities - II
2023 · P. Sonik, Megha Goyal · Contributions to Discrete Mathematics
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On Combinatorial Extensions of Some Ramanujan’s Mock Theta Functions
2020 · M. Goyal · Ukrainian Mathematical Journal
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On four generalized basic series and combinatorics
2019 · Goyal, Megha · Utilitas Mathematica
Study of basic series and combinatorics
2013 · Megha Goyal · Shodhganga
Works count: 19
Citation count: 32
H-index: 3
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