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Thinset is generally available in two types: unmodified and modified (polymer-modified). [5] [6] Modified thinset has been developed to enhance the strength of the bond in addition to improving working conditions of the material (i.e. working time, working temperature range, etc.). [3] It is usually more expensive than standard, unmodified thinset.
Thin set can also refer to thin set mortar. See also. Meagre set; Shrinking space; Slender group; Small set; Thin category This page was last edited on 25 ...
A thin set, in general, is a subset of a finite union of thin sets of types I and II . The terminology thin may be justified by the fact that if A is a thin subset of the line over Q then the number of points of A of height at most H is ≪ H : the number of integral points of height at most H is O ( H 1 / 2 ) {\displaystyle O\left({H^{1/2 ...
In mathematical analysis, a thin set is a subset of n-dimensional complex space C n with the property that each point has a neighbourhood on which some non-zero holomorphic function vanishes. Since the set on which a holomorphic function vanishes is closed and has empty interior (by the Identity theorem ), a thin set is nowhere dense , and the ...
In thin section, quartz grain provenance in a sedimentary rock can be estimated. In crossed polarized light, the quartz grain can go extinct all at once, called monocrystalline quartz, or in waves, called polycrystalline quartz.
The thick bed mortar method has been around for hundreds, if not thousands of years. Historically, a sand/cement mixture was mixed with water to a fairly dry consistency and was spread on either a portland cement water paste (neat cement), or over cement powder spread on the surface which is then sprayed with water to create a slurry coat and spread over the surface. [1]
Pack of modified food starch, a food additive which is prepared by treating starch or starch granules.. Modified starch, also called starch derivatives, is prepared by physically, enzymatically, or chemically treating native starch to change its properties. [1]
In computer science, a rough set, first described by Polish computer scientist Zdzisław I. Pawlak, is a formal approximation of a crisp set (i.e., conventional set) in terms of a pair of sets which give the lower and the upper approximation of the original set.