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001 | WKP|Q58144064 (VIAF cluster) (Authority/Source Record) | ||
003 | WKP | ||
005 | 20241120235940.0 | ||
008 | 241120nneanz||abbn n and d | ||
035 | ‡a (WKP)Q58144064 | ||
024 | ‡a 0000-0002-9871-257X ‡2 orcid | ||
024 | ‡a 7401761040 ‡2 scopus | ||
035 | ‡a (OCoLC)Q58144064 | ||
100 | 0 | ‡a Juan Luis Vázquez ‡c researcher, ORCID id # 0000-0002-9871-257X ‡9 en | |
375 | ‡a 1 ‡2 iso5218 | ||
400 | 0 | ‡a Juan Luis Vázquez ‡c onderzoeker ‡9 nl | |
670 | ‡a Author's A simple proof of the generalized Leibniz rule on bounded Euclidean domains | ||
670 | ‡a Author's Calculation of anomalous exponents in nonlinear diffusion | ||
670 | ‡a Author's Free boundary problems: the forefront of current and future developments. | ||
670 | ‡a Author's Sharp boundary behaviour of solutions to semilinear nonlocal elliptic equations | ||
670 | ‡a Author's Sharp global estimates for local and nonlocal porous medium-type equations in bounded domains | ||
670 | ‡a Author's Sharp rates of decay of solutions to the nonlinear fast diffusion equation via functional inequalities. | ||
670 | ‡a Author's Singular solutions for fractional parabolic boundary value problems | ||
670 | ‡a Author's Some free boundary problems involving non-local diffusion and aggregation. | ||
670 | ‡a Author's The fractional p-Laplacian evolution equation in $${\mathbb {R}}^N$$ in the sublinear case | ||
670 | ‡a Author's The Hele–Shaw Asymptotics for Mechanical Models of Tumor Growth | ||
670 | ‡a Author's Very intense pulse in the groundwater flow in fissurized-porous stratum | ||
909 | ‡a (orcid) 000000029871257x ‡9 1 | ||
909 | ‡a (scopus) 7401761040 ‡9 1 | ||
919 | ‡a veryintensepulseinthegroundwaterflowinfissurizedporousstratum ‡A Very intense pulse in the groundwater flow in fissurized-porous stratum ‡9 1 | ||
919 | ‡a simpleproofofthegeneralizedleibnizruleonboundedeuclideandomains ‡A A simple proof of the generalized Leibniz rule on bounded Euclidean domains ‡9 1 | ||
919 | ‡a calculationofanomalousexponentsinnonlineardiffusion ‡A Calculation of anomalous exponents in nonlinear diffusion ‡9 1 | ||
919 | ‡a freeboundaryproblemstheforefrontofcurrentandfuturedevelopments ‡A Free boundary problems: the forefront of current and future developments. ‡9 1 | ||
919 | ‡a sharpboundarybehaviourofsolutionstosemilinearnonlocalellipticequations ‡A Sharp boundary behaviour of solutions to semilinear nonlocal elliptic equations ‡9 1 | ||
919 | ‡a sharpglobalestimatesforlocalandnonlocalporousmediumtypeequationsinboundeddomains ‡A Sharp global estimates for local and nonlocal porous medium-type equations in bounded domains ‡9 1 | ||
919 | ‡a sharpratesofdecayofsolutionstothenonlinearfastdiffusionequationviafunctionalinequalities ‡A Sharp rates of decay of solutions to the nonlinear fast diffusion equation via functional inequalities. ‡9 1 | ||
919 | ‡a singularsolutionsforfractionalparabolicboundaryvalueproblems ‡A Singular solutions for fractional parabolic boundary value problems ‡9 1 | ||
919 | ‡a somefreeboundaryproblemsinvolvingnonlocaldiffusionandaggregation ‡A Some free boundary problems involving non-local diffusion and aggregation. ‡9 1 | ||
919 | ‡a fractionalplaplacianevolutionequationin$$mathbbrn$$inthesublinearcase ‡A The fractional p-Laplacian evolution equation in $${\mathbb {R}}^N$$ in the sublinear case ‡9 1 | ||
919 | ‡a heleshawasymptoticsformechanicalmodelsoftumorgrowth ‡A The Hele–Shaw Asymptotics for Mechanical Models of Tumor Growth ‡9 1 | ||
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