Daisuke Takahashi (mathematician)

Daisuke Takahashi is a full professor of computer science at the University of Tsukuba,[1] specializing in high-performance numerical computing.

Education and career

Takahashi received a bachelor's degree in engineering in 1993 and a master's degree in engineering in 1995, both from Toyohashi University of Technology. He completed a Ph.D. in information science from the University of Tokyo in 1999. After working as a researcher at the University of Tokyo and at Saitama University, he joined the University of Tsukuba in 2001.[2]

Research

Takahashi's works include several records of the number of digits of the approximation of Pi.[3] His work on the computation of Pi has inspired his former student Emma Haruka Iwao, who broke a new record on March 14, 2019.[4]

In 2011, he was part of a team from the University of Tsukuba that won the Gordon Bell Prize of the Association for Computing Machinery for their work simulating the quantum states of a nanowire using the K computer.[5]

He is also known for his research on the Fast Fourier transform,[6][7][8] and is one of the developers of the HPC Challenge Benchmark.[9]

References
  1. "Daisuke Takahashi's Home Page". www.hpcs.cs.tsukuba.ac.jp.
  2. "Daisuke Takahashi". IEEE Xplore. Retrieved 2019-12-04.
  3. Hornyak, Tim (August 20, 2009). "Pi-obsessed Japanese reach 2.5 trillion digits". CNET.
  4. "A recipe for beating the record of most-calculated digits of pi". Google. March 14, 2019.
  5. "K computer Research Results Awarded ACM Gordon Bell Prize: Genuine application achieves execution performance of over 3 petaflops". Riken. November 18, 2011.
  6. "FFTE: A Fast Fourier Transform Package". www.ffte.jp.
  7. Aseeri, Samar (June 11, 2018). "State-of-the-Art FFT: Algorithms, Implementations, and Applications". SIAM News.
  8. Aseeri, Samar (April 15, 2019). "Next Generation FFT Algorithms in Theory and Practice: Parallel Implementations, Sparse FFTs, and Applications". SIAM News.
  9. "People". HPC Challenge. Retrieved 2019-12-04.


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