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IPNet Digest Volume 4, Number 07 July 31, Today's Editor ...ipnet.math.msu.edu › ipnet_archive › digests
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... and Yong Li Stability of Travelling Multiple-Front (Multiple-Back) Wave Solutions of the FitzHugh-Nagumo Equations Shunsaku Nii On the Asymptotic Solution ...
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Shunsaku Nii | Open Library
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Autor von Sōkyokukei rikigakukei kara daijiyūdo rikigakukei e, Rikigakukei
Sōkyokukei rikigakukei kara daijiyūdo rikigakukei e (2010 edition) |...
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Sōkyokukei rikigakukei kara daijiyūdo rikigakukei e by Shunsaku Nii, 2010, Kyōto Daigaku Sūri Kaiseki Kenkyūjo edition, in Japanese
Shunsaku Nii | XanEdu Customization Platform
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Author: Shunsaku Nii. Results. A Topological Proof of Stability of N-Front Solutions of the FitzHugh–Nagumo Equations Springer Science+Business ...
Mathematical Challenges in a New Phase of Materials Science: Kyoto,...
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This volume comprises eight papers delivered at the RIMS International Conference
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Graduate School of Mathematics, Kyushu University (Doctoral ...www.ipa361.com › pub › upfiles › file
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Shunsaku NII. Dynamical Systems. Ryoko OISHI-TOMIYASU Applied Algebra, Lattice, Quadratic Form, Mathematical Crystallography.
CiteSeerX — N-Homoclinic Bifurcations for Homoclinic Orbits Changing...
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BibTeX @ARTICLE{Nii96n-homoclinicbifurcations, author = {Shunsaku Nii}, title = {N-Homoclinic Bifurcations for Homoclinic Orbits Changing Its Twisting}, journal
Geometric Methods for Infinite-Dimensional Dynamical Systems
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Shunsaku Nii. Yasumasa Nishiura. Pascal Noble. Alin Pogan. Larry Pratt. Keith Promislow. Thomas Redd. Andrew Roberts. L Miguel Rodrigues. Monica Romeo.
PD07 Abstracts
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Shunsaku Nii Kyushu University ... PD07 Abstracts 67 University of Maryland, College Park .edu MS37 Epitaxial Growth, Atomistic Simulations on Diffu-
Publications
Selected papers on classical analysis (Buch, 2001) [WorldCat.org]
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Diesen Titel erhalten Sie in einer Bibliothek! Selected papers on classical analysis. [Katsumi Nomizu;]
N-Homoclinic bifurcations for homoclinic orbits changing their ...link.springer.com › article
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Authors; Authors and affiliations. Shunsaku Nii. Shunsaku Nii Department of Mathematics, Faculty of ScienceSaitama UniversityUrawa-shiJapan. Article.
Mathematical Challenges in a New Phase of Materials Science |...
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This volume comprises eight papers delivered at the RIMS International Conference
N-Homoclinic bifurcations for homoclinic orbits changing their...
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Shunsaku Nii (1) Author Affiliations. 1. Department of Mathematics, Faculty of Science, Saitama University, 255 Shimo-Ohkubo, 338, Urawa-shi, Japan
Miscellaneous
The past, present, and future of dynamical systems and applications
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Masashi Kisaka (Kyoto); Shunsaku Nii (Kyushu); Masayuki Asaoka (Kyoto); Zin Arai (Chubu); Hiroki Takahasi (Keio); Mitsuru Shibayama (Kyoto); Ippei Obayashi ...
Shunsaku Nii – Research Output — Kyushu Universitykyushu-u.pure.elsevier.com › persons › shunsaku-nii › publications › ar...
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Shunsaku Nii — Kyushu University
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Fingerprint Fingerprint is based on mining the text of the person's scientific documents to create an index of weighted terms, which defines the key subjects of each individual researcher.. 2 Similar Profiles
Computer Assisted Verification of the Eigenvalue Problem for ...www.springerprofessional.de › computer-assisted-verification-of-the-eig...
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Authors: Ayuki Sekisaka, Shunsaku Nii. Publisher: Springer Japan. Published in: Mathematical Challenges in a New Phase of Materials Science. » Get access to ...
An Extension of the Stability Index for Traveling-Wave Solutions and...
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SHUNSAKU NII. Abstract. We treat the stability index for traveling-wave solutions of one-dimensional reaction-di usion equations due to Alexander, Gardner, ...
BTEC National NII Mathematics for Technicianssr.sova-energy.ru
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Apr 2, · Shunsaku nii received his degree of doctor of science from the department of mathematics of the graduate school of science at kyoto university ...
Bifurcations of stationary solutions with triple junctions in phase...
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Investigated here are bifurcations of stationary solutions with triple junctions to the curvature-driven motion of curves, which arises in phase separation...
A topological proof of stability of n front solutions of the fitzhugh...
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Discuss about this paper : A topological proof of stability of n -front solutions of the fitzhugh–nagumo equations. Platform for researcher
L. P. Shilnikov, “On a Poincare–Birkhoff problem”, Mat. Sb. (N.S.),...
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Shunsaku Nii, “N-Homoclinic bifurcations for homoclinic orbits changing their twisting”, J Dyn Diff Equat, 8:4 (1996), 549 crossref · mathscinet · zmath ...
MAA vol. 7 (2000) no. 4 article 2 - International Press of Bostonwww.intlpress.com › pub › pages › journals › items › maa › content › vols
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Shunsaku Nii. Full Text (PDF format). Published 1 January This page last updated: Tue, 31 Dec :53:00 GMT ( , 2:53:00 PM Local Time).
CiteSeerX — Active Bibliography: Mapping the Dynamics of a Bursting...
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2, An Extension Of The Stability Index For Travelling Wave Solutions And Its Application For Bifurcations – Shunsaku Nii , Homoclinic and Heteroclinic ...
N-HOMOCLINIC BIFURCATIONS FOR HOMOCLINIC ORBITS ...www.semanticscholar.org › paper › N-HOMOCLINIC-BIFURCATIONS-F...
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Corpus ID: N-HOMOCLINIC BIFURCATIONS FOR HOMOCLINIC ORBITS CHANGING ITS TWISTING SHUNSAKU NII.
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Shunsaku Nii, Saitama University, Japan 3:00-3:25 Homoclinic Bifurcations and the Conley Index Zin Arai, Kyoto University, Japan ©2000, Society for Industrial and ...
Geometry.Net - Scientists: Morawetz Cathleen
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Shunsaku Nii A topological approach to stability of pulses bifurcating from an inclination-flip homoclinic orbit. T. Minamoto, N. Yamamoto, M. T. Nakao Numerical ...
AMS :: Transactions of the American Mathematical Society
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Jian Deng and Shunsaku Nii, Infinite-dimensional Evans function theory for elliptic eigenvalue problems in a channel, J. Differential Equations 225 (2006), ...
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- Shunsaku Nii, Saitama University >Title: - Bifurcations and Stability of Traveling Waves >Time/Place: - 3:30 p.m., B&H 161 Abstract: In ...
SIAM Journal on Mathematical Analysisftp.math.utah.edu › pub › tex › bib › toc › siamjmathana
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Dec 18, · Shunsaku Nii An Extension of the Stability Index for Traveling-Wave Solutions and Its Application to Bifurcations
Infinite-dimensional Evans function theory for elliptic eigenvalue...
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An infinite-dimensional Evans function theory is developed for the elliptic eigenvalue problem associated with the stability of travelling solitary waves in a...
CiteSeerX — Citation Query Isolated Invariant Sets and the Morse Index
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CiteSeerX - Scientific documents that cite the following paper: Isolated Invariant Sets and the Morse Index
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