We give a survey of recent works concerning the mapping properties of joint harmonic projection operators, mapping the space of square integrable functions on complex and quaternionic spheres onto the eigenspaces of the Laplace-Beltrami operator and of a suitably defined subLaplacian. In particular, we discuss similarities and differences between the real, the complex and the quaternionic framework
This thesis has been written under the supervision of my mentor, Prof. dr. Miloš Arsenović at the Un...
Abstract. We prove sharp two-parameter estimates for the Lp-L2 norm, 1 p 2, of the joint spectral ...
For Riemannian manifolds M and N, admitting a submersion ϕ with compact fibres, we introduce the pro...
We give a survey of recent works concerning the mapping properties of joint harmonic projection oper...
We give a survey of recent works concerning the mapping properties of joint harmonic projection oper...
We prove some sharp L^p-L^2 estimates for joint spectral projections, for p between 1 and 2, assoc...
We prove sharp two-parameter estimates for the L(p)-L(2) norm, 1 <= p <= 2, of the joint spectral pr...
We prove sharp two-parameter estimates for the L(p)-L(2) norm, 1 <= p <= 2, of the joint spectral pr...
SIGLEAvailable from British Library Document Supply Centre- DSC:D84880 / BLDSC - British Library Doc...
The problem of constructing harmonic maps of two-spheres into spheres, complex Grassmann manifolds a...
44 pages, LATEX, JHU-TIPAC-920023, ENSLAPP-L-405-92, MPI-Ph/92-85International audienceWe find a pri...
44 pages, LATEX, JHU-TIPAC-920023, ENSLAPP-L-405-92, MPI-Ph/92-85International audienceWe find a pri...
We construct explicit complex-valued p-harmonic functions and harmonic morphisms on the classical co...
El operador Laplaciano que conocemos en calculo, tiene grandes aplicaciones en el análisis complejo ...
Unitary invariant spaces of functions on a complex sphere are investigated in the paper aiming at th...
This thesis has been written under the supervision of my mentor, Prof. dr. Miloš Arsenović at the Un...
Abstract. We prove sharp two-parameter estimates for the Lp-L2 norm, 1 p 2, of the joint spectral ...
For Riemannian manifolds M and N, admitting a submersion ϕ with compact fibres, we introduce the pro...
We give a survey of recent works concerning the mapping properties of joint harmonic projection oper...
We give a survey of recent works concerning the mapping properties of joint harmonic projection oper...
We prove some sharp L^p-L^2 estimates for joint spectral projections, for p between 1 and 2, assoc...
We prove sharp two-parameter estimates for the L(p)-L(2) norm, 1 <= p <= 2, of the joint spectral pr...
We prove sharp two-parameter estimates for the L(p)-L(2) norm, 1 <= p <= 2, of the joint spectral pr...
SIGLEAvailable from British Library Document Supply Centre- DSC:D84880 / BLDSC - British Library Doc...
The problem of constructing harmonic maps of two-spheres into spheres, complex Grassmann manifolds a...
44 pages, LATEX, JHU-TIPAC-920023, ENSLAPP-L-405-92, MPI-Ph/92-85International audienceWe find a pri...
44 pages, LATEX, JHU-TIPAC-920023, ENSLAPP-L-405-92, MPI-Ph/92-85International audienceWe find a pri...
We construct explicit complex-valued p-harmonic functions and harmonic morphisms on the classical co...
El operador Laplaciano que conocemos en calculo, tiene grandes aplicaciones en el análisis complejo ...
Unitary invariant spaces of functions on a complex sphere are investigated in the paper aiming at th...
This thesis has been written under the supervision of my mentor, Prof. dr. Miloš Arsenović at the Un...
Abstract. We prove sharp two-parameter estimates for the Lp-L2 norm, 1 p 2, of the joint spectral ...
For Riemannian manifolds M and N, admitting a submersion ϕ with compact fibres, we introduce the pro...
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