… Aztec dragons are lattice regions first introduced by James Propp, which have the number …
In this paper, we consider a generalization of the Aztec dragons to two new families of 6-sided …

… of regions on this lattice, called dragons (an example is illustrated in … Aztec dungeon is
either a power of 13 or twice a power of 13. In this section we prove two different generalizations …

… ) Aztec Castles and SW (Southwest) Aztec Castles. … for generalizing Aztec Dragons was
being studied by Ciucu and the first author. Similar to the Aztec Diamonds and the Aztec Dragons…

… This family, which we call Aztec castles, will be defined later in section 3.2 and presents a
generalization of the Aztec dragons introduced in [CY10] and studied in [Zha12]. …

… Ciucu gave a refinement of this theorem in [3] and used it to enumerate tilings of many
variations of the Aztec diamond (eg fortress regions, Aztec dungeons, Aztec dragon). The version …

… because they grow in a generalized environment of sun and … Again because of the generalized
environment, several fruits … , for this is the time when the dragon Canícula rules the earth. …

… In this paper we prove a multi-parameter generalization of Blum’s (ex-)conjecture (Problem …
Aztec rectangle graphs on the B lattice defined in Section 4 as follows. Consider an Aztec …

… by generalizations about the text: "we would obviously accept suicidal restrictions if we refused
to take the generalizing … She feels in Mexico "the dragon of the Aztecs, the dragon of the …

… " than a generalized commentary upon certain items of information in the Aztec. Chapter I of
… : thus the device he bore was a terrifying dragon's head which spouted fire from the mouth. …

… Aztec Dragon of half-integer order was introduced [7]. Sicong Zhang studied the weighted
enumeration of Aztec Dragons (… These families of regions were generalized even further to our …