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Imp, Bloodbag [71] – Imp that serves as infernal nurse corps. Imp, Euphoric [ 71 ] – Imp that serves as dealer of hallucinogenic slime. Kalabon [ 67 ] – Devils spawned from the rotting flesh of the Hag Countess's carcass that can combine their individual bodies into large amalgamations which fights as a single creature.
Various enemies of Superman, as they appear on the cover of Superman Villains: Secret Files and Origins#1 (June 1998, art by Dan Jurgens). This is a list of supervillains appearing in DC Comics who are or have been enemies of the superhero Superman.
Articles relating to imps and their depictions. They are European mythological beings, similar to fairies or demons, frequently described in folklore and superstition.Imps are often described as troublesome and mischievous more than seriously threatening or dangerous, and as lesser beings rather than more important supernatural beings.
An imp is a European mythological being similar to a fairy or demon, frequently described in folklore and superstition. The word may perhaps derive from the term ympe
The weak topology on X induced by Y (and b) is the weakest topology on X, denoted by 𝜎(X, Y, b) or simply 𝜎(X, Y), making all maps b(•, y) : X → continuous, as y ranges over Y. [1] The weak topology on Y is now automatically defined as described in the article Dual system. However, for clarity, we now repeat it.
Weakly interacting massive particles (WIMPs) are hypothetical particles that are one of the proposed candidates for dark matter.. There exists no formal definition of a WIMP, but broadly, it is an elementary particle which interacts via gravity and any other force (or forces) which is as weak as or weaker than the weak nuclear force, but also non-vanishing in strength.
Within the fictional universe of Impire, the player assumes the persona of Baʿal-Abaddon, a primordial evil summoned from Tartarus and imprisoned in the physical form of a demonic imp, initially forced to serve the incompetent sorcerer Oscar van Fairweather.
The definition of weak convergence can be extended to Banach spaces. A sequence of points ( x n ) {\displaystyle (x_{n})} in a Banach space B is said to converge weakly to a point x in B if f ( x n ) → f ( x ) {\displaystyle f(x_{n})\to f(x)} for any bounded linear functional f {\displaystyle f} defined on B {\displaystyle B} , that is, for ...