Vanishing mean oscillation and regularity in the calculus of variations

Moser, Roger

Preprint 96/2001

Vanishing mean oscillation and regularity in the calculus of variations

Roger Moser

Contact the author: Please use for correspondence this email.
Submission date: 07. Dec. 2001
Pages: 10
Bibtex
Download full preprint: PDF (251 kB), PS ziped (129 kB)

Abstract:
We consider critical points and solutions of the gradient flow for variational integrals with integrands satisfying a Legendre-Hadamard condition. We show that if a solution of the Euler-Lagrange system or the gradient flow has first (spatial) derivatives which are bounded and of vanishing mean oscillation, higher regularity follows.

Preprints 2001

1/2001
2/2001
3/2001
4/2001
5/2001
6/2001
7/2001
8/2001
9/2001
10/2001
11/2001
12/2001
13/2001
14/2001
15/2001
16/2001
17/2001
18/2001
19/2001
20/2001
21/2001
22/2001
23/2001
24/2001
25/2001
26/2001
27/2001
28/2001
29/2001
30/2001
31/2001
32/2001
33/2001
34/2001
35/2001
36/2001
37/2001
38/2001
39/2001
40/2001
41/2001
42/2001
43/2001
44/2001
45/2001
46/2001
47/2001
48/2001
49/2001
50/2001
51/2001
52/2001
53/2001
54/2001
55/2001
56/2001
57/2001
58/2001
59/2001
60/2001
61/2001
62/2001
63/2001
64/2001
65/2001
66/2001
67/2001
68/2001
69/2001
70/2001
71/2001
72/2001
73/2001
74/2001
75/2001
76/2001
77/2001
78/2001
79/2001
80/2001
81/2001
82/2001
83/2001
84/2001
85/2001
86/2001
87/2001
88/2001
89/2001
90/2001
91/2001
92/2001
93/2001
94/2001
95/2001
96/2001
98/2001
99/2001
100/2001
101/2001
102/2001
103/2001
104/2001
105/2001
106/2001
107/2001

Durchsuchen Sie die Webseite

Hauptnavigation

Preprint 96/2001

Vanishing mean oscillation and regularity in the calculus of variations

Roger Moser

Preprints 2001