Publications

Papers

1. Yayoi Nakamura and Yoshitaka Sasaki, Evaluation of Functional Relation Formula for the Clausen-Glaisher Function and Multiple L-values, Lith. Math. J., 63 (2023), 382–395.

2. Yoshitaka Sasaki, The tangent symmetry of the multiple zeta-function, Ramanujan J., 62 (2023), 141–160. 

3. Yoshitaka Sasaki, Evaluation of multiple zeta values for various limiting processes at non-positive integers, Res. Number Theory, 9,  Article number: 38 (2023)

4. Yasuo Ohno, Yoshitaka Sasaki, Recursion formulas for poly-Bernoulli numbers and their applications, Int. J. Number Theory, 17 (2021), 175-189. 

5. Yusuke Kusunoki, Yayoi Nakamura, Yoshitaka Sasaki, A functional relation for analytic continuation of a multiple polylogarithm, Acta Arith., 195 (2020), 131-148.

6. Yasuo Ohno, Yoshitaka Sasaki, Recurrence formulas for poly-Bernoulli polynomials, Adv. Stud. Pure Math., 84 (2020), 353-360. 

7. Yusuke Kusunoki, Yayoi Nakamura, Yoshitaka Sasaki, Analytic continuation of double polylogarithm by means of residue calculus, Comment. Math. Univ. St. Pauli, 67 (2019), 49-64.

8. Yasuo Ohno, Yoshitaka Sasaki, On poly-Euler numbers, J. Aust. Math. Soc., 103 (2017), 126-144. 

9. Yoshitaka Sasaki, Zeta Mahler measures, multiple zeta values and L-values, Int. J. Number Theory, 7 (2015), 2239-2246. 

10. Yasuo Ohno, Yoshitaka Sasaki, Periodicity on poly-Euler numbers and Vandiver-type congruence for Euler numbers, RIMS Kôkyûroku Bessatsu, B44 (2013), 205-212. 

11. Yoshitaka Sasaki, Quantum Computing and Number Theory, in Kinki University Series on Quantum Computing, Vol. 6, 67-84.

12. Wim van Dam, Yoshitaka Sasaki, Quantum algorithms for problems in number theory, algebraic geometry, and group theory, in Kinki University Series on Quantum Computing, Vol. 5, 79-106. (Arxiv:1206.6126)

13. Yasuo Ohno, Yoshitaka Sasaki, Chika Yamazaki, On 3-variable exponential polynomials and quantum algorithms, in Kinki University Series on Quantum Computing (2012), 211-223. 

14. Yasuo Ohno, Yoshitaka Sasaki, On the parity of poly-Euler numbers, RIMS Kôkyûroku Bessatsu, B32 (2012), 271-278.

15. Yoshitaka Sasaki, On generalized poly-Bernoulli numbers and related L-functions, J. Number Theory, 132 (2012), 156-170.

16. Yoshitaka Sasaki, On multiple higher Mahler measures and Witten zeta values associated with semisimple Lie algebras, Commun. Number Theory Phys. 6 (2012), 771-784.

17. Yoshitaka Sasaki, On multiple higher Mahler measures and multiple L values, Acta Arith. 144 (2010), 159-165.

18. Yoshitaka Sasaki, On zeros of exponential polynomials and quantum algorithms, Quantum Inf. Process. 9 (2010), 419-427.

19. Yoshitaka Sasaki, The first derivative multiple zeta values at non-positive integers, Ramanujan J. 21 (2010), 267-284.

20. Yoshitaka Sasaki, Some formulas of multiple zeta values for coordinate-wise limits at non-positive integers, "New Directions in Value-Distribution Theory of Zeta- and L-functions", R. Steuding and J. Steuding (eds.), Shaker Verlag, 2009, pp. 317-325. 

21. Yoshitaka Sasaki, Multiple zeta values for coordinatewise limits at non-positive integers, Acta Arith. 136 (2009), 299-317.

22. Yoshitaka Sasaki, An explicit formula for the square of the Riemann zeta-function in the critical strip, Liet. Matem. rink. 47 (2007), 311-326.

Preprints

1. Yoshitaka Sasaki, On Young's zeta-function, in preparation.

2. Yoshitaka Sasaki, Duality and annihilation formulas for poly-Bernoulli polynomials, submitted.

3. Yoshitaka Sasaki, On multiple higher Mahler measures and multiple L values II, in preparation. 

4. Yoshitaka Sasaki, The Riemann-Siegel formula for the Dirichlet series associated with the generalized divisor function, preprint.

5. Yoshitaka Sasaki, On a generalization of weighted sum formula, preprint. 

6. Yasuo Ohno, Yoshitaka Sasaki, Chika Yamazaki, On exponential polynomials and quantum computing, preprint (arXiv:0908.1027)

Proceedings

1. Youngのゼータ関数と多重ゼータ値について(Japanese), 数理解析研究所講究録, 2238, 160-167 (2023).

2. 非正整数点における多重ゼータ値の帰納的計算について(Japanese), 数理解析研究所講究録, 2162, 61-69 (2020). 

3. 多重Bernoulli数の帰納的関係式とその組合せ論的解釈 (Japanese), 数理解析研究所講究録, 2131, 77-83 (2019). 

4. 多重ゼータ関数の不確定特異点の解消にむけて, 2015年早稲田整数論研究集会報告集, 2015.

5. 多重Euler数とそのL関数, Proceedings of Algebra and Computation 2013, 23-36. 

6. 多重Euler数, 研究集会「特異点と多様体の幾何学2012」報告集, 2012, 160-169. 

7. 多重Euler数の諸性質および組合せ論的解釈について (Japanese), 第5回多重ゼータ研究集会「多重ゼータとその周辺」報告集, 2012, 101-107. [pdf]

8. Multiple zeta values and zeta Mahler measures (Japanese), 数理解析研究所講究録, 1806, 37-41. [pdf]

9. On the multiple higher Mahler measure and related multiple zeta values (Japanese), 数理解析研究所講究録, to appear. [pdf].

10. 多重Euler数の諸性質と付随するL関数について (Japanese), 第4回多重ゼータ研究集会報告集, 2011, pp. 1-8. [pdf]

11. 一般Bernoulli数のpoly化と付随するL関数の構成および諸性質について (Japanese), 数理解析研究所講究録, 1813, 183-192 (2012). [pdf]

12. 多重高次Mahler測度とWittenの体積公式について (Japanese), 早稲田大学整数論研究集会2010報告集, 2010, pp. 58-64. [pdf]

13. 多重高次Mahler測度とWittenゼータ値について, 第2回MZVセミナー報告集, 2010, pp. 91-99.

14. 多重高次Mahler測度と多重L値について, 第2回MZVセミナー報告集, 2010, pp. 75-80.

15. Weighted multiple zeta values via higher Mahler measure, 数理解析研究所講究録, 1710, 217-227 (2010).

16. 深さ3の多重ゼータ関数の負の整数点の特殊値について, Hodge 理論・退化・特異点の代数幾何とトポロジー研究集会報告集.

17. Multiple zeta values of depth 3 at non-positive integers, 数理解析研究所講究録, 1665, 37-43, 2009.

18. An explicit formula for the square of the Riemann zeta-function in the critical strip, 数理解析研究所講究録, to appear.

Books

1. Quantum Information and Quantum Computing, Kinki University Series on Quantum Computing: Volume 6, Edited by: Mikio Nakahara, Yoshitaka Sasaki

2. Diversities in Quantum Computation and Quantum Information, Kinki University Series on Quantum Computing: Volume 5, Edited by: Mikio Nakahara, Yidun Wan, Yoshitaka Sasaki