[1] | I. Cho, Representations and Corresponding Operators Induced by Hecke Algebras, Compl. Anal. Oper. Theo., 10, no. 7, (2016). 1453-1499. |
|
[2] | I. Cho, Free W*-Dynamical Systems from p-Adic Number Fields and the Euler Totient Functions, Mathematics, 3, (2015). 1095-1138. |
|
[3] | I. Cho, On Dynamical Systems Induced by p-Adic Number Fields, Opuscula Math., 35, no. 4, (2015). 445-484. |
|
[4] | I. Cho, Free Semicircular Families in Free Product Banach *-Algebras Induced by p-Adic Number Fields over Prims p, Compl. Anal. Oper. Theo., 11, no. 3, (2017). 507-565. |
|
[5] | I. Cho, Free Distributional Data of Arithmetic Functions and Corresponding Generating Functions, Compl. Anal. Oper. Theo., vol. 8, issue:2, (2014). 537-570. |
|
[6] | I. Cho, Dynamical Systems on Arithmetic Functions Determined by Prims, Banach J. Math. Anal., 9, no. 1, (2015). 173-215. |
|
[7] | I. Cho, and T. Gillespie, Free Probability on the Hecke Algebra, Compl. Anal.Oper. Theo., vol. 9, issue 7, (2015). 1491-1531. |
|
[8] | I. Cho, and P. E. T. Jorgensen, Krein-Space Operators Induced by Dirichlet Char-acters, Special Issues: Contemp. Math.: Commutative and Noncommutative Harmonic Analysis and Applications, Amer. Math. Soc., (2014). 3-33. |
|
[9] | T. Gillespie, Superposition of Zeroes of Automorphic L-Functions and Functoriality, Univ. of Iowa, PhD Thesis. (2010). |
|
[10] | T. Gillespie, Prime Number Theorems for Rankin-Selberg L-Functions over Number Fields, Sci. China Math., 54, no. 1, (2011). 35-46. |
|
[11] | F. Radulescu, Random Matrices, Amalgamated Free Products and Subfactors of the C*-Algebra of a Free Group of Nonsingular Index, Invent. Math., 115, (1994). 347-389. |
|
[12] | R. Speicher, Combinatorial Theory of the Free Product with Amalgamation and Operator-Valued Free Probability Theory, Amer. Math. Soc. Mem., vol 132, no. 627, (1998). |
|
[13] | V. S. Vladimirov, I. V. Volovich, and E. I. Zelenov, p-Adic Analysis and Math-ematical Physics, Ser. Soviet & East European Math., vol 1, (1994). World Scientific. |
|
[14] | D. Voiculescu, K. Dykemma, and A. Nica, Free Random Variables, CRM Monograph Series, vol 1., (1992). Published by Amer. Math. Soc.. |
|