Add to ORKGIn this lecture note, we give a brief introduction to the clas-sic Morse theory, the Morse homology theory and the Maslov-type index theory and its iteration theory. It based on some lectures in the seminar of dynamical systems in Institute of Mathematics, Academia Sinica, Taipei. 1
In this Note we present a generalization of the Morse index to functionals of class C^1 defined on a...
In this Note we present a generalization of the Morse index to functionals of class C^1 defined on a...
Discrete Morse theory is a powerful tool combining ideas in both topology and combinatorics. Invente...
International audienceThis is an expository paper devoted to the Morse index of Chap-eron's generati...
International audienceThis is an expository paper devoted to the Morse index of Chap-eron's generati...
In this lecture notes, I give an introduction on the Maslov-type index theory for symplectic matrix ...
The thesis is divided into two main sections. The first one is a monograph on the Atiyah-Singer theo...
In a very broad sense, '"spaces" are the primary objects of study in geometry, and "functions" are t...
This is a joint work with M. Beck, G. Cox, C. Jones, R. Marangell, K. McQuighan, A. Sukhtayev, and S...
Morse theory is an extremely versatile tool, useful in a variety of situations and parts of topology...
In this paper we prove Morse type inequalities for the contractible 1-periodic solutions of time dep...
International audienceThe aim of this article is to recall the main theorems of Morse theory and to ...
International audienceThe aim of this article is to recall the main theorems of Morse theory and to ...
In this Note we present a generalization of the Morse index to functionals of class C^1 defined on a...
In this Note we present a generalization of the Morse index to functionals of class C^1 defined on a...
In this Note we present a generalization of the Morse index to functionals of class C^1 defined on a...
In this Note we present a generalization of the Morse index to functionals of class C^1 defined on a...
Discrete Morse theory is a powerful tool combining ideas in both topology and combinatorics. Invente...
International audienceThis is an expository paper devoted to the Morse index of Chap-eron's generati...
International audienceThis is an expository paper devoted to the Morse index of Chap-eron's generati...
In this lecture notes, I give an introduction on the Maslov-type index theory for symplectic matrix ...
The thesis is divided into two main sections. The first one is a monograph on the Atiyah-Singer theo...
In a very broad sense, '"spaces" are the primary objects of study in geometry, and "functions" are t...
This is a joint work with M. Beck, G. Cox, C. Jones, R. Marangell, K. McQuighan, A. Sukhtayev, and S...
Morse theory is an extremely versatile tool, useful in a variety of situations and parts of topology...
In this paper we prove Morse type inequalities for the contractible 1-periodic solutions of time dep...
International audienceThe aim of this article is to recall the main theorems of Morse theory and to ...
International audienceThe aim of this article is to recall the main theorems of Morse theory and to ...
In this Note we present a generalization of the Morse index to functionals of class C^1 defined on a...
In this Note we present a generalization of the Morse index to functionals of class C^1 defined on a...
In this Note we present a generalization of the Morse index to functionals of class C^1 defined on a...
In this Note we present a generalization of the Morse index to functionals of class C^1 defined on a...
Discrete Morse theory is a powerful tool combining ideas in both topology and combinatorics. Invente...