Dr Diganta Das

Male

Assistant Professor, Center for Computational Natural Sciences and Bioinformatics
International Institute of Information Technology, Hyderabad

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Expertise

Particles and Fields Physics

Publications

Total Articles 37

Books 0

Proceedings 0

Publications

Scopus

Citations 586

h-index 14

CrossRef

Citations 480

h-index 13

Google Scholar

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Bio

elementary particle physics

Personal Details

Male
Assistant Professor , International Institute of Information Technology, Hyderabad
Center for Computational Natural Sciences and Bioinformatics, International Institute of Information Technology, Hyderabad

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Assistant Professor Jun 2021 – Present

International Institute of Information Technology, Hyderabad | Center for Computational Natural Sciences and Bioinformatics

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Dr Arti Yardi

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Dr Ashwin Jayanti

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Co-Authors (6)

Dr Gauhar Abbas

Indian Institute of Technology (BHU), Varanasi

Prof B Ananthanarayan

Indian Institute of Science Bangalore

Dr Rusa Mandal

Indian Institute of Technology Gandhinagar

Prof Rahul Sinha

The Institute of Mathematical Sciences (IMSc), Chennai

Dr Subhadip Mitra

International Institute of Information Technology, Hyderabad

Dr Tanumoy Mandal

Indian Institute of Science Education and Research(IISER), Thiruvanthpuram

Scholarly Work

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Scholarly Publications

Test of analyticity and unitarity for the pion form-factor data around the ρ resonance

Open Access

Article

Physical Review D. Year: 2020. Volume: 102 , Issue: 9 .

Authors: Ananthanarayan B.;Caprini I.;Das D.

10.1103/PhysRevD.102.096003

QCD static energy using optimal renormalization and asymptotic Padé-approximant methods

Open Access

Article

Physical Review D. Year: 2020. Volume: 102 , Issue: 7 .

Authors: Ananthanarayan B.;Das D.;Khan M.S.A.A.

10.1103/PhysRevD.102.076008

Pion form factor and low-energy hadronic contribution to muon g-2 by analytic extrapolation: Consistency and sensitivity tests

Open Access

Article

Romanian Journal of Physics. Year: 2019. Volume: 64 , Issue: 7-8 .

Authors: Ananthanarayan B.;Caprini I.;Das D.

Lepton flavor violating Λ <inf>b</inf>→ Λ ℓ<inf>1</inf>ℓ<inf>2</inf> decay

Open Access

Article

Year: 2019. Volume: 79 , Issue: 12 .

Authors: Diganta Das .,

10.1140/epjc/s10052-019-7530-9

Model independent new physics analysis in Λ<inf>b</inf> → Λ(→ nπ)ℓ+ℓ− decay

Open Access

Conference Paper

Year: 2019. Volume: 234 , Pages: 71-76 .

Authors: Diganta Das .,

10.1007/978-3-030-29622-3_9

B → K2∗ (1430)+- distributions at large recoil in the Standard Model and beyond

Open Access

Article

Physical Review D. Year: 2019. Volume: 99 , Issue: 9 .

Authors: Diganta Das ., Bharti Kindra ., Girish Kumar ., Namit Mahajan .,

10.1103/PhysRevD.99.093012

On the angular distribution of Λ<inf>b</inf>→ Λ(→ N π)τ +τ −decay

Open Access

Article

Journal of High Energy Physics. Year: 2018. Volume: 2018 , Issue: 7 .

Authors: Diganta Das .,

10.1007/JHEP07(2018)063

Explaining R(D(*), R<inf>K</inf> and (g – 2)<inf>µ</inf> in a E<inf>6</inf> motivated left-right model

Open Access

Conference Paper

Year: 2018. Volume: 203 , Pages: 373-375 .

Authors: Diganta Das ., Chandan Hati ., Girish Kumar ., Namit Mahajan .,

10.1007/978-3-319-73171-1_86

Showing 9 to 16 of 37 results

Dr Diganta Das

Expertise

Publications

Publications

Scopus

CrossRef

Google Scholar

Professional Recognition

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Community & Membership

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Bio

Personal Details

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Related Profiles

Experts (172+)

Organisations (101+)

Co-Authors (6)

Scholarly Work

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Scholarly Publications

Test of analyticity and unitarity for the pion form-factor data around the ρ resonance

QCD static energy using optimal renormalization and asymptotic Padé-approximant methods

Pion form factor and low-energy hadronic contribution to muon g-2 by analytic extrapolation: Consistency and sensitivity tests

Lepton flavor violating Λ <inf>b</inf>→ Λ ℓ<inf>1</inf>ℓ<inf>2</inf> decay

Model independent new physics analysis in Λ<inf>b</inf> → Λ(→ nπ)ℓ<sup>+</sup>ℓ<sup>−</sup> decay

B → K2∗ (1430)+- distributions at large recoil in the Standard Model and beyond

On the angular distribution of Λ<inf>b</inf>→ Λ(→ N π)τ <sup>+</sup>τ <sup>−</sup>decay

Explaining R(D<sup>(*)</sup>, R<inf>K</inf> and (g – 2)<inf>µ</inf> in a E<inf>6</inf> motivated left-right model