FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2021308532> ?p ?o ?g. }

• W2021308532 abstract "We derive an operator identity which relates tight-binding Hamiltonians with arbitrary hopping on the Bethe lattice to the Hamiltonian with nearest-neighbor hopping. This provides an exact expression for the density of states (DOS) of a non-interacting quantum-mechanical particle for any hopping. We present analytic results for the DOS corresponding to hopping between nearest and next-nearest neighbors, and also for exponentially decreasing hopping amplitudes. Conversely it is possible to construct a hopping Hamiltonian on the Bethe lattice for any given DOS. These methods are based only on the so-called distance regularity of the infinite Bethe lattice, and not on the absence of loops. Results are also obtained for the triangular Husimi cactus, a recursive lattice with loops. Furthermore we derive the exact self-consistency equations arising in the context of dynamical mean-field theory, which serve as a starting point for studies of Hubbard-type models with frustration." @default.
• W2021308532 created "2016-06-24" @default.
• W2021308532 creator A5021165931 @default.
• W2021308532 creator A5058449762 @default.
• W2021308532 creator A5062315830 @default.
• W2021308532 creator A5078267379 @default.
• W2021308532 date "2005-06-30" @default.
• W2021308532 modified "2023-09-27" @default.
• W2021308532 title "Hopping on the Bethe lattice: Exact results for densities of states and dynamical mean-field theory" @default.
• W2021308532 cites W1544403076 @default.
• W2021308532 cites W1553217469 @default.
• W2021308532 cites W1605912633 @default.
• W2021308532 cites W170140609 @default.
• W2021308532 cites W1967823080 @default.
• W2021308532 cites W1968531330 @default.
• W2021308532 cites W1971795650 @default.
• W2021308532 cites W1976043636 @default.
• W2021308532 cites W1980317692 @default.
• W2021308532 cites W1981068401 @default.
• W2021308532 cites W1983596827 @default.
• W2021308532 cites W1987632504 @default.
• W2021308532 cites W1988150410 @default.
• W2021308532 cites W1989443225 @default.
• W2021308532 cites W1997840090 @default.
• W2021308532 cites W2001466065 @default.
• W2021308532 cites W2003590944 @default.
• W2021308532 cites W2006429178 @default.
• W2021308532 cites W2008348370 @default.
• W2021308532 cites W2010308397 @default.
• W2021308532 cites W2010681431 @default.
• W2021308532 cites W2011020969 @default.
• W2021308532 cites W2018766658 @default.
• W2021308532 cites W2019815525 @default.
• W2021308532 cites W2020699467 @default.
• W2021308532 cites W2027508917 @default.
• W2021308532 cites W2031768278 @default.
• W2021308532 cites W2032411420 @default.
• W2021308532 cites W2039023067 @default.
• W2021308532 cites W2042142889 @default.
• W2021308532 cites W2046875628 @default.
• W2021308532 cites W2050935279 @default.
• W2021308532 cites W2057731281 @default.
• W2021308532 cites W2058187547 @default.
• W2021308532 cites W2065050984 @default.
• W2021308532 cites W2069930206 @default.
• W2021308532 cites W2070040108 @default.
• W2021308532 cites W2071432767 @default.
• W2021308532 cites W2074388774 @default.
• W2021308532 cites W2075272036 @default.
• W2021308532 cites W2076183833 @default.
• W2021308532 cites W2079218136 @default.
• W2021308532 cites W2079863266 @default.
• W2021308532 cites W2083882596 @default.
• W2021308532 cites W2087185384 @default.
• W2021308532 cites W2088466806 @default.
• W2021308532 cites W2091232131 @default.
• W2021308532 cites W2093120919 @default.
• W2021308532 cites W2099108304 @default.
• W2021308532 cites W3098027876 @default.
• W2021308532 cites W3100451679 @default.
• W2021308532 cites W4231000464 @default.
• W2021308532 cites W4256035642 @default.
• W2021308532 doi "https://doi.org/10.1103/physrevb.71.235119" @default.
• W2021308532 hasPublicationYear "2005" @default.
• W2021308532 type Work @default.
• W2021308532 sameAs 2021308532 @default.
• W2021308532 citedByCount "50" @default.
• W2021308532 countsByYear W20213085322012 @default.
• W2021308532 countsByYear W20213085322014 @default.
• W2021308532 countsByYear W20213085322015 @default.
• W2021308532 countsByYear W20213085322016 @default.
• W2021308532 countsByYear W20213085322017 @default.
• W2021308532 countsByYear W20213085322018 @default.
• W2021308532 countsByYear W20213085322019 @default.
• W2021308532 countsByYear W20213085322020 @default.
• W2021308532 countsByYear W20213085322021 @default.
• W2021308532 countsByYear W20213085322022 @default.
• W2021308532 countsByYear W20213085322023 @default.
• W2021308532 crossrefType "journal-article" @default.
• W2021308532 hasAuthorship W2021308532A5021165931 @default.
• W2021308532 hasAuthorship W2021308532A5058449762 @default.
• W2021308532 hasAuthorship W2021308532A5062315830 @default.
• W2021308532 hasAuthorship W2021308532A5078267379 @default.
• W2021308532 hasBestOaLocation W20213085322 @default.
• W2021308532 hasConcept C106074065 @default.
• W2021308532 hasConcept C121332964 @default.
• W2021308532 hasConcept C126255220 @default.
• W2021308532 hasConcept C130787639 @default.
• W2021308532 hasConcept C24890656 @default.
• W2021308532 hasConcept C26873012 @default.
• W2021308532 hasConcept C2781204021 @default.
• W2021308532 hasConcept C2781249634 @default.
• W2021308532 hasConcept C33923547 @default.
• W2021308532 hasConcept C37914503 @default.
• W2021308532 hasConcept C51329190 @default.
• W2021308532 hasConcept C54101563 @default.
• W2021308532 hasConcept C62520636 @default.
• W2021308532 hasConcept C77843276 @default.
• W2021308532 hasConcept C84114770 @default.
• W2021308532 hasConceptScore W2021308532C106074065 @default.

• next