Existence of Holder continuous weak solutions for degenerate quasi-linear elliptic systems

[1] [Anonymous], 1983, ELLIPTIC PARTIAL DIF

[2] ARAKI M, 1993, MEM FAC SCI KOCHI U, V14, P29

[3] ARAKI M, IN PRESS NONLINEAR A

[4] ARAKI M, 1994, ADV MATH SCI APPL, V4, P105

[5] ARAKI M, 1993, MEM FAC GEN ED KUMAM, V28, P1

[6] DiBenedetto E., 1993, DEGENERATE PARABOLIC, DOI DOI 10.1007/978-1-4612-0895-2

[7] STRUCTURE OF CONFORMAL SUPERGRAVITIES IN 2 DIMENSIONS [J]. ZEITSCHRIFT FUR PHYSIK C-PARTICLES AND FIELDS, 1986, 31 (04): : 561 - 565

[8] IKEBE N, 1981, FUNKCIAL EKVAC, V24, P103

[9] Ladyzhenskaya O., 1968, LINEAR QUASILINEAR E

[10] MIZUTANI Y, 1995, ADV MATH SCI APPL, V5

[1] [Anonymous], 1983, ELLIPTIC PARTIAL DIF

[2] ARAKI M, 1993, MEM FAC SCI KOCHI U, V14, P29

[3] ARAKI M, IN PRESS NONLINEAR A

[4] ARAKI M, 1994, ADV MATH SCI APPL, V4, P105

[5] ARAKI M, 1993, MEM FAC GEN ED KUMAM, V28, P1

[6] DiBenedetto E., 1993, DEGENERATE PARABOLIC, DOI DOI 10.1007/978-1-4612-0895-2

[7] STRUCTURE OF CONFORMAL SUPERGRAVITIES IN 2 DIMENSIONS [J]. ZEITSCHRIFT FUR PHYSIK C-PARTICLES AND FIELDS, 1986, 31 (04): : 561 - 565

[8] IKEBE N, 1981, FUNKCIAL EKVAC, V24, P103

[9] Ladyzhenskaya O., 1968, LINEAR QUASILINEAR E

[10] MIZUTANI Y, 1995, ADV MATH SCI APPL, V5