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A "bundle of sticks" – in which each stick represents an individual right – is a common analogy made for the bundle of rights. Any property owner possesses a set of "sticks" related directly to the land. [5] For example, perfection of a mechanic's lien takes some, but not all, rights out of the bundle held by the owner. Extinguishing that ...
A faggot, in the meaning of "bundle", is an archaic English unit applied to bundles of certain items. Alternate spellings in Early Modern English include fagate, faget, fagett, faggott, fagot, fagatt, fagott, ffagott, and faggat. A similar term is found in other languages (e.g. Latin: fascis).
Fascine is a bundle of sticks or similar, were used in military defences for revetting (shoring up) trenches or ramparts, especially around artillery batteries, or filling in ditches and trenches during an attack. Flèche: an arrow shaped outwork, smaller than a ravelin or a lunette, with 2 faces with a parapet and an open gorge; Fort ...
This first appeared as a 1795 illustrated broadsheet published in London and Bath with the title "The old man, his children, and the bundle of sticks". There "A good old man, no matter where, Whether in York or Lancashire," gives the lesson on his deathbed and the poem concludes with a Christian reflection. [14]
The bundle theorist's principal objections to substance theory concern the bare particulars of a substance, which substance theory considers independently of the substance's properties. The bundle theorist objects to the notion of a thing with no properties, claiming that such a thing is inconceivable and citing John Locke, who described a ...
The bundle theory of substance explains compresence. Specifically, it maintains that properties' compresence itself engenders a substance. Thus, it determines substancehood empirically by the togetherness of properties rather than by a bare particular or by any other non-empirical underlying strata.
In this way, the connection form can be used to define the horizontal bundle: The horizontal bundle is the kernel of the connection form. The solder form or tautological one-form vanishes on the vertical bundle and is non-zero only on the horizontal bundle. By definition, the solder form takes its values entirely in the horizontal bundle.
An intensive property does not depend on the size or extent of the system, nor on the amount of matter in the object, while an extensive property shows an additive relationship. These classifications are in general only valid in cases when smaller subdivisions of the sample do not interact in some physical or chemical process when combined.