Dissipative solutions for viscoelastic phase separation with degenerate mobility: a dynamic transport approach 2KACPY9MMF

URI	`m2://res/2KACPY9MMF`
Kind	preprint
Creators	Moritz Immanuel Gau, Katharina Hopf, Matthias Liero
Date	2026-10-08
MSC	35-XX
Subjects	arxiv math.AP
Scope	in

Expressions

The mentions of the inventory that name this resource. Each name links to the card of its inventory row.

Item	Kind	Where	Source
340WY655CG	statement	corollary 4.9	arxiv
34PBWNT982	statement	proposition A.1	arxiv
Strong maximum principle	statement	lemma A.3	arxiv
Discrete entropy-dissipation inequality	statement	corollary 4.7	arxiv
Ascoli--Arzel\`a, weakly compact version, cf.\	statement	proposition A.4	arxiv
61B7BGY5N3	statement	proposition A.2	arxiv
6ZPWBG1TSQ	statement	proposition 5.1	arxiv
Flux interpolants $\olj_\kappa$, $\wtj_\kappa$	statement	proposition 4.14	arxiv
9YJAB6GF3F	statement	lemma 4.2	arxiv
Basic uniform estimates	statement	lemma 4.3	arxiv
C87KWCA7GY	statement	lemma A.5	arxiv
C9BSNRQA1J	statement	lemma 4.10	arxiv
Properties of $\calE$	statement	lemma 4.1	arxiv
CS9M8ZV6RC	statement	lemma 4.6	arxiv
DN6EKGNGY8	statement	corollary 5.2	arxiv
$\lambda$-flows	definition	definition 3.2	arxiv
EM9SHP93HM	statement	lemma 3.3	arxiv
ET20SC75N9	statement	lemma 3.1	arxiv
Approximate equation for $u_\kappa$	statement	lemma 4.12	arxiv
Typical choices for $m$, $F$, $A$ and $\tau$	example	example 2.8	arxiv
Operator bound for constitutive flux	statement	proposition 4.13	arxiv
QAY01HBAS4	statement	lemma 4.11	arxiv
R6FVXEMQJ2	statement	theorem 2.11	arxiv
Discrete energy-dissipation inequality	statement	corollary 4.15	arxiv
VPXP376ZCJ	statement	lemma 4.4	arxiv
Regularity of discrete solutions and approximative system	statement	theorem 2.9	arxiv
WAV7B2R4WS	statement	proposition 4.8	arxiv
XPF45TD7AM	statement	lemma 4.5	arxiv
YGWGNXQN2T	statement	lemma A.6	arxiv