Inverse multiquadratic functions as the basis for the rectangular collocation method to solve the vibrational Schr”dinger equation
10.3390/math6110253
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sg-nus-scholar.10635-1760322024-04-04T02:31:05Z Inverse multiquadratic functions as the basis for the rectangular collocation method to solve the vibrational Schr”dinger equation Kamath, A Manzhos, S MECHANICAL ENGINEERING 10.3390/math6110253 Mathematics 6 11 253 2020-09-14T07:48:05Z 2020-09-14T07:48:05Z 2018 Article Kamath, A, Manzhos, S (2018). Inverse multiquadratic functions as the basis for the rectangular collocation method to solve the vibrational Schr”dinger equation. Mathematics 6 (11) : 253. ScholarBank@NUS Repository. https://doi.org/10.3390/math6110253 2227-7390 https://scholarbank.nus.edu.sg/handle/10635/176032 Unpaywall 20200831 |
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10.3390/math6110253 |
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MECHANICAL ENGINEERING |
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MECHANICAL ENGINEERING Kamath, A Manzhos, S |
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Article |
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Kamath, A Manzhos, S |
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Kamath, A Manzhos, S Inverse multiquadratic functions as the basis for the rectangular collocation method to solve the vibrational Schr”dinger equation |
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Kamath, A |
title |
Inverse multiquadratic functions as the basis for the rectangular collocation method to solve the vibrational Schr”dinger equation |
title_short |
Inverse multiquadratic functions as the basis for the rectangular collocation method to solve the vibrational Schr”dinger equation |
title_full |
Inverse multiquadratic functions as the basis for the rectangular collocation method to solve the vibrational Schr”dinger equation |
title_fullStr |
Inverse multiquadratic functions as the basis for the rectangular collocation method to solve the vibrational Schr”dinger equation |
title_full_unstemmed |
Inverse multiquadratic functions as the basis for the rectangular collocation method to solve the vibrational Schr”dinger equation |
title_sort |
inverse multiquadratic functions as the basis for the rectangular collocation method to solve the vibrational schr”dinger equation |
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2020 |
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https://scholarbank.nus.edu.sg/handle/10635/176032 |
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