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A class of C-distribution semigroups unifying the class of (quasi-) distribution semigroups of Wang and Kunstmann (when C = I) is introduced. Relations between C-distribution semigroups and integrated C-semigroups are given. Dense C-distribution semigroups as well as weak solutions of the corresponding Cauchy problems are also considered.
Marko Kostić. "C-Distribution semigroups." Studia Mathematica 185.3 (2008): 201-217. <http://eudml.org/doc/285009>.
@article{MarkoKostić2008, abstract = {A class of C-distribution semigroups unifying the class of (quasi-) distribution semigroups of Wang and Kunstmann (when C = I) is introduced. Relations between C-distribution semigroups and integrated C-semigroups are given. Dense C-distribution semigroups as well as weak solutions of the corresponding Cauchy problems are also considered.}, author = {Marko Kostić}, journal = {Studia Mathematica}, keywords = {-distribution semigroups; local integrated -semigroups; generator; well-posedness}, language = {eng}, number = {3}, pages = {201-217}, title = {C-Distribution semigroups}, url = {http://eudml.org/doc/285009}, volume = {185}, year = {2008}, }
TY - JOUR AU - Marko Kostić TI - C-Distribution semigroups JO - Studia Mathematica PY - 2008 VL - 185 IS - 3 SP - 201 EP - 217 AB - A class of C-distribution semigroups unifying the class of (quasi-) distribution semigroups of Wang and Kunstmann (when C = I) is introduced. Relations between C-distribution semigroups and integrated C-semigroups are given. Dense C-distribution semigroups as well as weak solutions of the corresponding Cauchy problems are also considered. LA - eng KW - -distribution semigroups; local integrated -semigroups; generator; well-posedness UR - http://eudml.org/doc/285009 ER -