The paper’s main purpose is to find the unknown source function for conformable heat equation. In case of (Φ,g)∈L2(0,T)×L2(Ω), we give a modified Fractional Landweber solution and explore error between approximate desired under priori posteriori parameter choice rules. regularized exact then calculated in Lq(D), with q≠2 some reasonable Cauchy data assumptions.

In Land2] Landweber provides two proofs of the existence of (level 2) elliptic cohomology. As Baker points out in Bak1], one of these proofs gives a level 1 elliptic cohomology theory as well. In this note we provide an alternative proof of the existence of level 1 elliptic co-homology. The idea here is to use Landweber's direct proof of the existence of level 2 elliptic cohomology, and use an ...

Using the Landweber}Araki theory of Real cobordism and Real-oriented spectra, we de"ne a Real analogue of the Adams}Novikov spectral sequence. This is a new spectral sequence with a potentially calculable E 2 -term. It has versions converging to either the Z/2-equivariant or the non-equivariant stable 2-stems. We also construct a Real analogue of the Miller}Novikov &algebraic' spectral sequence...

We study the Brown-Peterson (co)homology of a product of two real projective spaces via the Landweber short exact sequence. The image of the tensor product is well understood. Our contribution is to understand those elements not in the tensor product and to show how they behave under maps. The results are partially extended to the case where one of the factors is replaced by a 2-torsion lens sp...