National Institute for Basic Biology
| Organizers | Kenichi Naka |
|---|---|
| Venue | National Institute for Basic Biology, Okazaki , 444-8585, Japan |
| Date | Feb. 20-21, 1987 |
| Pogram | |
| Organizer: Ken-ichi Naka | |
| 1. | Evolutions with Gaussian function. |
| Takeyuki Hida and Kimiaki Saito (Nagoya Univ.) | |
| 2. | Non-linear analysis on neuronal data. |
| Vasilis Marmarelis (Univ. of Southern California) | |
| 3. | Non-gaussian smoothing for the analysis of nonstationary or nonlinear system. |
| Genshiro Kitagawa (the Institute for Mathematical Statics) | |
| 4. | Nonlinear analysis of retinal neurons. |
| Hiroko Sakai (NIBB) | |
| 5. | Nonlinear analysis of spike (point process) trains. |
| Masanori Sakuranaga and Yu-Ichiro Ando (Canon Research Center and NIBB) | |
| 6. | Estimation of parameters in linear-nonlinear-linear system. |
| Naohiro Ishii and Katsumi Yoshine (Nagoya Inst. Tech.) | |
| 7. | Information processing in cockroach ocellar neurons. |
| Makoto Mizunami (Kyushu Univ.) | |
| 8. | Some applications of stochastic point processes for studies of ganglion cells in cat retina. |
| Minoru Tsukada (Tamagawa Univ.) | |
| 9. | Study of retinal dynamics through white-noise analysis. |
| Richard L. Chappell (Hunter College) | |
| 10. | Parallel circuits in motor pattern formation.: Role of analog signal. |
| Mitsuhiko Hisada (Hokkaido Univ.) | |
| 11. | Orthogonal functional series representation of a nonlinear system subject to a non-white gaussian input. |
| M. Yokoyama and Atsushi Watanabe (Tokyo Metropolitan Univ.) | |
| 12. | Exact othogonal kernel estimation for an arbitary input process: An extension of the Wiener theory. |
| Michael Korenberg (Queen's Univ.) | |
