Titlebook: Evolution Equations of von Karman Type; Pascal Cherrier,Albert Milani Book 2015 Springer International Publishing Switzerland 2015 35K55,3

無(wú)可非議

Weak Solutions,f our knowledge, uniqueness of weak solutions to problem (VKH) is open, and presumably not to be expected; in contrast, uniqueness does hold in the physically relevant case of the von Karman equations?(3) and (4) in ., that is, when .?=?1; we briefly comment of this result, due to Favini et al., [16

Maximize

有節(jié)制

The Parabolic Case,, for some .?∈?]0,?.] independent of .. This means that, under the assumption?(.) (that is, again, ..?∈?.. and .), we show that there is .?∈?]0,?.], independent of ., and a unique ., solution of problem (VKP). In addition, this solution depends continuously on the data .. and ., in the sense of?(.).

草本植物

無(wú)脊椎

Weak Solutions,quired when .?=?2 is actually necessary. On the other hand, we point out that weak solutions of problem (VKH) are global in time; that is, they are defined on the whole time interval [0,?.] on which the source term . is given.

notion

DEBT

圓柱

hauteur

大廳