Results 61 to 70 of about 10,941 (225)
The quality properties of black-currant have been investigated in respect of 12 home-grown varieties. Samples were obtained from 6 localities over a period of 3 years.
Taina Kuusi
doaj
We survey a number of recent results concerning the possibility of proving pointwise gradient estimates via potentials for solutions to quasilinear, possibly degenerate, elliptic and parabolic ...
T. Kuusi, MINGIONE, Giuseppe
core +1 more source
A study has been made of the quality properties of 12 home-grown varieties of black-currant. Samples were obtained from six localities over a period of three years.
Taina Kuusi
doaj
A Boundary Harnack Inequality for Singular Equations of p-Parabolic Type
We prove a boundary Harnack type inequality for nonnegative solutions to singular equations of p-parabolic type, 2n/(n+1)<p<2, in a time-independent cylinder whose base is C1,1-regular.
Nyström, Kaj +7 more
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Sharp regularity for evolutionary obstacle problems, interpolative geometries and removable sets
In this paper we prove, by showing that solutions have exactly the same degree of regularity as the obstacle, optimal regularity results for obstacle problems involving evolutionary p-Laplace type operators. A main ingredient, of independent interest, is
Nyström, Kaj +8 more
core +1 more source
The purpose of this investigation was to find out what changes take place in the quantities of the ash components of Baltic herring fillets, such as alkali and alkaline earth metals, chloride and phosphate, when the fillets are kept in chloride and ...
Taina Kuusi, Riitta Kytökangas
doaj
Riesz potentials and nonlinear parabolic equations
a
Giuseppe Mingione +3 more
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Developing the Futures Map Framework – an integrative hybrid foresight approach
Futures research typically involves the utilization of multiple methods, referred to as hybrid methods, to reach a particular objective. In this paper, the earlier Futures Map concept is developed into the Futures Map Framework (FMF), a hybrid foresight ...
Tero Villman, Osmo Kuusi
doaj +1 more source
The obstacle problem for nonlinear integro-differential operators [PDF]
We investigate the obstacle problem for a class of nonlinear equations driven by nonlocal, possibly degenerate, integro-differential operators, whose model is the fractional p-Laplacian operator with measurable coefficients.
PALATUCCI, Giampiero +2 more
core +1 more source

