# Journal of the Egyptian Mathematical Society

Journal of the Egyptian Mathematical Society > 2011 > 19 > 1-2 > 52-56

Journal of the Egyptian Mathematical Society > 2011 > 19 > 1-2 > 17-27

Journal of the Egyptian Mathematical Society > 2011 > 19 > 1-2 > 95-96

Journal of the Egyptian Mathematical Society > 2011 > 19 > 1-2 > 45-51

_{j}, we consider the quantity max

_{j}λ(D

_{j}) where λ(D

_{j}) is the ground state energy of the Dirichlet realization of the Laplacian in D

_{j}. If we denote by Lk(Ω) the infimum over all the k-partitions of max

_{j}λ(D

_{j}), a minimal k-partition is then...

Journal of the Egyptian Mathematical Society > 2011 > 19 > 1-2 > 33-38

Journal of the Egyptian Mathematical Society > 2011 > 19 > 1-2 > 4-16

Journal of the Egyptian Mathematical Society > 2011 > 19 > 1-2 > 57-70

Journal of the Egyptian Mathematical Society > 2011 > 19 > 1-2 > 88-90

Journal of the Egyptian Mathematical Society > 2011 > 19 > 1-2 > 39-44

Journal of the Egyptian Mathematical Society > 2011 > 19 > 1-2 > 28-32

Journal of the Egyptian Mathematical Society > 2011 > 19 > 1-2 > 78-81

^{p}→L

^{q}boundedness properties of the Riesz potentials Iακ and...

Journal of the Egyptian Mathematical Society > 2011 > 19 > 1-2 > 86-87

Journal of the Egyptian Mathematical Society > 2011 > 19 > 1-2 > 91-94

Journal of the Egyptian Mathematical Society > 2011 > 19 > 1-2 > 71-77

Journal of the Egyptian Mathematical Society > 2011 > 19 > 3 > 102-105

Journal of the Egyptian Mathematical Society > 2011 > 19 > 3 > 118-125