Matches in SemOpenAlex for { <https://semopenalex.org/work/W3099526289> ?p ?o ?g. }
- W3099526289 endingPage "911" @default.
- W3099526289 startingPage "891" @default.
- W3099526289 abstract "A class of inverse problems for restoring the right-hand side of a parabolic equation for a large class of positive operators with discrete spectrum is considered. The results on existence and uniqueness of solutions of these problems as well as on the fractional time diffusion (subdiffusion) equations are presented. Consequently, the obtained results are applied for the similar inverse problems for a large class of subelliptic diffusion and subdiffusion equations (with continuous spectrum). Such problems are modelled by using general homogeneous left-invariant hypoelliptic operators on general graded Lie groups. A list of examples is discussed, including Sturm-Liouville problems, differential models with involution, fractional Sturm-Liouville operators, harmonic and anharmonic oscillators, Landau Hamiltonians, fractional Laplacians, and harmonic and anharmonic operators on the Heisenberg group. The rod cooling problem for the diffusion with involution is modelled numerically, showing how to find a cooling function, and how the involution normally slows down the cooling speed of the rod." @default.
- W3099526289 created "2020-11-23" @default.
- W3099526289 creator A5014446077 @default.
- W3099526289 creator A5020256659 @default.
- W3099526289 creator A5023162794 @default.
- W3099526289 date "2019-10-15" @default.
- W3099526289 modified "2023-10-16" @default.
- W3099526289 title "Inverse source problems for positive operators. I: Hypoelliptic diffusion and subdiffusion equations" @default.
- W3099526289 cites W1970160794 @default.
- W3099526289 cites W1972039611 @default.
- W3099526289 cites W1974490902 @default.
- W3099526289 cites W1976284538 @default.
- W3099526289 cites W1981947845 @default.
- W3099526289 cites W1984075085 @default.
- W3099526289 cites W1997061848 @default.
- W3099526289 cites W1998214447 @default.
- W3099526289 cites W1998454237 @default.
- W3099526289 cites W1998674241 @default.
- W3099526289 cites W2002081567 @default.
- W3099526289 cites W2016680653 @default.
- W3099526289 cites W2034653612 @default.
- W3099526289 cites W2035582482 @default.
- W3099526289 cites W2043288970 @default.
- W3099526289 cites W2049126273 @default.
- W3099526289 cites W2055047804 @default.
- W3099526289 cites W2087722968 @default.
- W3099526289 cites W2093076731 @default.
- W3099526289 cites W2096471911 @default.
- W3099526289 cites W2151169221 @default.
- W3099526289 cites W2157206954 @default.
- W3099526289 cites W2158356954 @default.
- W3099526289 cites W2161062402 @default.
- W3099526289 cites W2211069905 @default.
- W3099526289 cites W2316684568 @default.
- W3099526289 cites W2345285604 @default.
- W3099526289 cites W2489930379 @default.
- W3099526289 cites W2530281501 @default.
- W3099526289 cites W2552590091 @default.
- W3099526289 cites W2583084532 @default.
- W3099526289 cites W2611410618 @default.
- W3099526289 cites W2626794024 @default.
- W3099526289 cites W2750496546 @default.
- W3099526289 cites W2762194739 @default.
- W3099526289 cites W2811098915 @default.
- W3099526289 cites W2886423912 @default.
- W3099526289 cites W2888115551 @default.
- W3099526289 cites W2962698001 @default.
- W3099526289 cites W2963081008 @default.
- W3099526289 cites W2964039737 @default.
- W3099526289 cites W3099393693 @default.
- W3099526289 cites W4213306659 @default.
- W3099526289 cites W4252399871 @default.
- W3099526289 cites W4300589240 @default.
- W3099526289 cites W89006286 @default.
- W3099526289 cites W2339818224 @default.
- W3099526289 doi "https://doi.org/10.1515/jiip-2019-0031" @default.
- W3099526289 hasPublicationYear "2019" @default.
- W3099526289 type Work @default.
- W3099526289 sameAs 3099526289 @default.
- W3099526289 citedByCount "22" @default.
- W3099526289 countsByYear W30995262892020 @default.
- W3099526289 countsByYear W30995262892021 @default.
- W3099526289 countsByYear W30995262892022 @default.
- W3099526289 countsByYear W30995262892023 @default.
- W3099526289 crossrefType "journal-article" @default.
- W3099526289 hasAuthorship W3099526289A5014446077 @default.
- W3099526289 hasAuthorship W3099526289A5020256659 @default.
- W3099526289 hasAuthorship W3099526289A5023162794 @default.
- W3099526289 hasBestOaLocation W30995262892 @default.
- W3099526289 hasConcept C121332964 @default.
- W3099526289 hasConcept C127519595 @default.
- W3099526289 hasConcept C134306372 @default.
- W3099526289 hasConcept C13982400 @default.
- W3099526289 hasConcept C147724859 @default.
- W3099526289 hasConcept C187123786 @default.
- W3099526289 hasConcept C207467116 @default.
- W3099526289 hasConcept C2524010 @default.
- W3099526289 hasConcept C2777021972 @default.
- W3099526289 hasConcept C33923547 @default.
- W3099526289 hasConcept C51544822 @default.
- W3099526289 hasConcept C62520636 @default.
- W3099526289 hasConcept C627467 @default.
- W3099526289 hasConcept C70915906 @default.
- W3099526289 hasConcept C78045399 @default.
- W3099526289 hasConcept C93779851 @default.
- W3099526289 hasConceptScore W3099526289C121332964 @default.
- W3099526289 hasConceptScore W3099526289C127519595 @default.
- W3099526289 hasConceptScore W3099526289C134306372 @default.
- W3099526289 hasConceptScore W3099526289C13982400 @default.
- W3099526289 hasConceptScore W3099526289C147724859 @default.
- W3099526289 hasConceptScore W3099526289C187123786 @default.
- W3099526289 hasConceptScore W3099526289C207467116 @default.
- W3099526289 hasConceptScore W3099526289C2524010 @default.
- W3099526289 hasConceptScore W3099526289C2777021972 @default.
- W3099526289 hasConceptScore W3099526289C33923547 @default.
- W3099526289 hasConceptScore W3099526289C51544822 @default.
- W3099526289 hasConceptScore W3099526289C62520636 @default.
- W3099526289 hasConceptScore W3099526289C627467 @default.