A Case Study for $$\zeta (4)$$
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Springer International Publishing
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https://link.springer.com/content/pdf/10.1007/978-3-030-84304-5_17
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2. Abramov, S.A., Petkovšek, M.: D’Alembertian solutions of linear differential and difference equations. In: von zur Gathen, J. (ed.) Proceedings of ISSAC’94, pp. 169–174. ACM Press (1994)
3. Andrews, G.E., Paule, P., Schneider, C.: Plane partitions VI: Stembridge’s TSPP Theorem. Adv. Appl. Math. 34:4, 709–739 (2005)
4. Apéry, R.: Irrationalité de $$\zeta (2)$$ et $$\zeta (3)$$. Astérisque 61, 11–13 (1979)
5. Blümlein, J., Round, M., Schneider, C.: Refined holonomic summation algorithms in Particle Physics. In: Zima, E., Schneider, C. (eds.) Advances in Computer Algebra (WWCA 2016). Springer Proceedings in Mathematics and Statistics, vol. 226, pp. 51–91. Springer (2018)
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