Shu Tezuka

发表

Polynomial arithmetic analogue of Halton sequences

Shu Tezuka, S. Tezuka, 1993, TOMC.

Lattice structure of pseudorandom sequences from shift-register generators

Shu Tezuka, S. Tezuka, 1990, 1990 Winter Simulation Conference Proceedings.

On the discrepancy of GFSR pseudorandom numbers

Shu Tezuka, 1987, JACM.

On the necessity of low-effective dimension

Shu Tezuka, S. Tezuka, 2005, J. Complex..

A Speculative Contraction Method for Minimum Cost Flows: Toward a Practical Algorithm

Satoru Fujishige, Shu Tezuka, Kazuo Iwano, 1991, Network Flows And Matching.

Monte Carlo grid for financial risk management

Shuji Tanaka, Hiroki Murata, Shu Tezuka, 2005, Future Gener. Comput. Syst..

A new scaling algorithm for the maximum mean cut problem

Satoru Fujishige, Shu Tezuka, Kazuo Iwano, 2005, Algorithmica.

The k-distribution of generalized feedback shift register pseudorandom numbers

Shu Tezuka, Masanori Fushimi, S. Tezuka, 1983, CACM.

On the discrepancy of generalized Niederreiter sequences

Shu Tezuka, S. Tezuka, 2013, J. Complex..

I-binomial scrambling of digital nets and sequences

Shu Tezuka, Henri Faure, S. Tezuka, 2003, J. Complex..

Uniform Random Numbers

Shu Tezuka, S. Tezuka, 1995 .

On the anomaly of ran1() in Monte Carlo pricing of financial derivatives

Akira Tajima, Shu Tezuka, Syoiti Ninomiya, 1996, Winter Simulation Conference.

Software changing Wall Street

Shu Tezuka, 2002 .

Fast generation of low discrepancy points based on Fibonacci polynomials

Shu Tezuka, Masanori Fushimi, S. Tezuka, 1992, WSC '92.

Tractability properties of the weighted star discrepancy of the Halton sequence

Aicke Hinrichs, Shu Tezuka, Friedrich Pillichshammer, 2018, J. Comput. Appl. Math..

A New Class of Nonlinear Functions for Running-key Generators (Extended Abstract)

Shu Tezuka, 1988, EUROCRYPT.

Walsh-spectral test for GFSR pseudorandom numbers

Shu Tezuka, S. Tezuka, 1987, CACM.

Preliminaries from Number Theory

Shu Tezuka, 1995 .

Exact cubature for a class of functions of maximum effective dimension

Anargyros Papageorgiou, Shu Tezuka, S. Tezuka, 2006, J. Complex..

Neave effect also occurs with Tausworthe sequences

Shu Tezuka, S. Tezuka, 1991, 1991 Winter Simulation Conference Proceedings..

Analysis of add-with-carry and subtract-with-borrow generators

Pierre L'Ecuyer, Shu Tezuka, S. Tezuka, 1992, WSC '92.

Another Random Scrambling of Digital ( t , s )-Sequences

Shu Tezuka, Henri Faure, S. Tezuka, 2002 .

Efficient and portable combined Tausworthe random number generators

Pierre L'Ecuyer, Shu Tezuka, S. Tezuka, 1990, TOMC.

On the lattice structure of the add-with-carry and subtract-with-borrow random number generators

Shu Tezuka, Pierre L'Ecuyer, Raymond Couture, 1993, TOMC.

Discrepancy Theory and Its Application to Finance

Shu Tezuka, S. Tezuka, 2000, IFIP TCS.

A note on polynomial arithmetic analogue of Halton sequences

Takeshi Tokuyama, Shu Tezuka, S. Tezuka, 1994, TOMC.

Financial Applications of Quasi-Monte Carlo Methods

Shu Tezuka, S. Tezuka, 2014 .

Recent Topics on Pseudorandom Numbers and Low-discrepancy Sequences

Shu Tezuka, 2003 .

Improvement on the Discrepancy of (t, e, s)-Sequences

Shu Tezuka, 2014 .

Supplement to On the Distribution of k-Dimensional Vectors for Simple and Combined Tausworthe Sequences

Pierre L'Ecuyer, Shu Tezuka, Raymond Couture, 1993 .

Linear Congruential Generators

Shu Tezuka, 1995 .

Calculation of Fibonacci polynomials for GFSR sequences with low discrepancies

Shu Tezuka, Masanori Fushimi, S. Tezuka, 1993 .

Financial Applications of Monte Carlo and Quasi-Monte Carlo Methods

Shu Tezuka, S. Tezuka, 1998 .

On optimal GFSR pseudorandom number generators

Shu Tezuka, 1988 .

Polynomial Arithmetic Analogue of Hickernell Sequences

Shu Tezuka, S. Tezuka, 2004 .