Sl.No | Author | Title of the Paper | Journal/Publisher | Publication Date | Description |
1
| Dr. Hari Narayan Sahoo | A study of world wide consequences of populism of democracy | ournal of Advances and Scholarly Researches in Allied Education | 1/30/2024 |
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2
| Dr. Hari Narayan Sahoo | Status and Growth of China’s Civil Society during XI Jinping Era | Journal of Advances and Scholarly Researches in Allied Education | 12/30/2022 |
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3
| Dr. Hari Narayan Sahoo | Role of Civil Society in Growth of Populism in Europe | Journal of Advances and Scholarly Researches in Allied Education | 4/30/2019 |
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4
| Mr. Pritam Mishra | Shades of Realism: the Dichotomy of Existence in Philip K. Dick’s the Man in the High Castle | International Journal Of English and Studies | 12/29/2022 |
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5
| Dr. Sanjit Mohanty | A TRIANGULAR QUADRATURE FOR NUMERICAL INTEGRATION OF ANALYTIC FUNCTIONS | Palestine Journal of Mathematics | 11/10/2022 |
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6
| Dr. Sanjit Mohanty | A Hybridized Lobatto Quadrature of Precision Eleven for Numerical Integration of Analytic Functions | Mathematical Statistician and Engineering Applications | 12/21/2022 |
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7
| Dr. Sanjit Mohanty | ON A NEW MIXED QUADRATURE BASED ADAPTIVE INTEGRATION SCHEME FOR ANALYTIC FUNCTIONS | Journal of the Orissa Mathematical Society | 3/10/2022 |
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8
| Dr. Sanjit Mohanty | A mixed quadrature rule by blending Lobatto four-point rule and Clenshaw-Curti’s five-point rule for approximate evaluation of real definite integrals | Proceedings of the 10th National Conference on Mathematics Education | 12/23/2021 |
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9
| Dr. Sanjit Mohanty | Numerical Integration through a Mixed Quadrature Rule | Proceedings of the 9th National Conference on Mathematics Education | 3/4/2021 |
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10
| Dr. Sanjit Mohanty | A Mixed Quadrature Rule for Numerical Integration of Analytic Functions by Using Richardson Extrapolation | A Proceeding Book of International Conference on Recent Trends in Theoretical and Applied Statistics | 5/20/2021 |
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11
| Dr. Sanjit Mohanty | Dual Mixed Gaussian Quadrature Based Adaptive Scheme for Analytic Functions | Annals of Pure and Applied Mathematics | 10/9/2020 |
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12
| Dr. Sanjit Mohanty | A Mixed Quadrature Rule using Clenshaw-Curtis five point Rule Modified by Richardson Extrapolation | JOURNAL OF ULTRA SCIENTIST OF PHYSICAL SCIENCES | 3/16/2020 |
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13
| Dr. Sanjit Mohanty | A Mixed Quadrature Rule by blending Lobatto rule and Modified Clenshaw-Curtis Rule due to Richardson Extrapolation | International Journal of Scientific & Engineering Research | 5/28/2020 |
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14
| Dr. Sanjit Mohanty | A mixed quadrature rule of modified Birkhoff-Young rule and SM2(f) rule for the numerical integration of analytic function | Bulletin of Pure and Applied Sciences | 12/05/2020 |
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15
| Dr. Sanjit Mohanty | A MIXED QUADRATURE RULE OF GAUSS-LEGENDURE-4 POINT TRANSFORMED RULE AND SM2(f) RULE FOR NUMERICAL INTEGRATION OF ANALYTIC FUNCTIONS | International J. of Math. Sci. & Engg. Appls. | 1/27/2011 |
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16
| Dr. Sanjit Mohanty | A Mixed Quadrature Rule for Numerical Integration of Analytic Functions using Birkhoff-Young and Booles quadrature system | News Bulletin Calcutta Mathematical society | 3/3/2011 |
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17
| Dr. Sanjit Mohanty | A MIXED QUADRATURE RULE USING BIRKHOFF-YOUNG RULE MODIFIED BY RICHARDSON EXTRAPOLATION FOR NUMERICAL INTEGRATION OF ANALYTIC FUNCTIONS | Indian Journal of Mathematics and Mathematical Sciences | 12/16/2010 |
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18
| Dr. Sanjit Mohanty | A Mixed Quadrature Rule for Numerical Integration of Analytic Functions | International Journal of Computational and Applied Mathematics | 11/2/2009 |
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19
| Dr. Sanjit Mohanty | A MIXED QUADRATURE RULE FOR NUMERICAL INTEGRATION OF ANALYTIC FUNCTIONS | Bulletin of Pure and Applied Sciences | 10/20/2008 |
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