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Journals and Conferences
We introduce the concept of pseudo symplectic capacities which is a mild generalization of that of symplectic capacities. As a generalization of the Hofer-Zehnder capacity we construct a… (More)
A process for the fabrication of thermistors is described. Conductive wires are positioned in a spaced fashion and are aligned so as to intersect one another. The wires are maintained in the above… (More)
The Gromoll-Meyer's generalized Morse lemma (so called splitting lemma) near degenerate critical points on Hilbert spaces, which is one of key results in infinite dimensional Morse theory, is… (More)
A computer-aided system was devised to investigate the speaking space. Thirty native Cantonese speakers with Class I occlusion were selected and test sentences were designed for speech analysis by a… (More)
In this paper we give concrete estimations for the pseudo symplectic capacities of toric manifolds in combinatorial data. Some examples are given to show that our estimates can compute their pseudo… (More)
In this note we prove the Weinstein conjecture for a class of symplectic manifolds including the uniruled manifolds based on Liu-Tian's result.
In this note we calculate Gromov symplectic width and Hofer- Zehnder symplectic capacity for the classical domains.
We establish the splitting lemmas (or generalized Morse lemmas) for the energy functionals of Finsler metrics on the natural Hilbert manifolds of $H^1$-curves around a critical point or a critical… (More)
This is the first installment in a series of papers aimed at generalizing symplectic capacities and homologies. The main purposes of this paper are to construct analogues of Ekeland-Hofer and… (More)
This paper studies the ionospheric response to the major geomagnetic storm of October 18–19, 1995, using the NCAR TIE-GCM simulations and the global ionospheric maps (GIM) of total electron content… (More)