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15 Sentences With "supersets"

How to use supersets in a sentence? Find typical usage patterns (collocations)/phrases/context for "supersets" and check conjugation/comparative form for "supersets". Mastering all the usages of "supersets" from sentence examples published by news publications.

Then they jump into working sets — though these are more like supersets.
Here, you're going to be doing three sets of supersets, which is a pair of exercises that are performed back-to-back and typically use different muscle groups, so that (in this case), your back is resting while you're hitting your legs, so your heart rate stays high and your fat loss continues.
If is a finite set then the Fréchet filter on consists of all non-empty subsets of . On the set of natural numbers, the set of infinite intervals } is a Fréchet filter base, i.e., the Fréchet filter on consists of all supersets of elements of .
The G.hn architecture includes the concept of profiles. Profiles are intended to address G.hn nodes with significantly different levels of complexity. In G.hn the higher complexity profiles are proper supersets of lower complexity profiles, so that devices based on different profiles can interoperate with each other.Updated Issues List for G.hn - Geneva May 2009, (ITU membership required) Examples of G.hn devices based on high complexity profiles are Residential Gateways or Set-Top Boxes.
Objective-C was originally a very "thin" layer on top of C, and remains a strict superset of C that permits object-oriented programming using a hybrid dynamic/static typing paradigm. Objective-C derives its syntax from both C and Smalltalk: syntax that involves preprocessing, expressions, function declarations, and function calls is inherited from C, while the syntax for object-oriented features was originally taken from Smalltalk. In addition to C++ and Objective-C, Ch, Cilk, and Unified Parallel C are nearly supersets of C.
If is not a finite set then every cofinite subset of is necessarily not empty so that in this case the definition becomes simply ::. This makes a filter on the lattice ((), ⊆), the power set of with set inclusion, given that denotes the complement of a set in , the following two conditions hold: :;Intersection condition: If two sets are finitely complemented in , then so is their intersection, since , and :;Upper-set condition: If a set is finitely complemented in , then so are its supersets in .
The microMIPS32/64 architectures are supersets of the MIPS32 and MIPS64 architectures (respectively) designed to replace the MIPS16e ASE. A disadvantage of MIPS16e is that it requires a mode switch before any of its 16-bit instructions can be processed. microMIPS adds versions of the most- frequently used 32-bit instructions that are encoded as 16-bit instructions. This allows programs to intermix 16- and 32-bit instructions without having to switch modes. microMIPS was introduced alongside of MIPS32/64 Release 3, and each subsequent release of MIPS32/64 has a corresponding microMIPS32/64 version.
They have also been used to explain errors in SLA, as the creation of supersets could signal over-generalization, causing acceptance or production of ungrammatical sentences. Pienemann's teachability hypothesis is based on the idea that there is a hierarchy on stages of acquisition and instruction in SLA should be compatible to learners' current acquisitional status. Recognizing learners' developmental stages is important as it enables teachers to predict and classify learning errors. This hypothesis predicts that L2 acquisition can only be promoted when learners are ready to acquire given items in a natural context.
In contrast with the classical convexity where there exist several equivalent definitions of the convex hull, definitions of the orthogonal convex hull made by analogy to those of the convex hull result in different geometric objects. So far, researchers have explored the following four definitions of the orthogonal convex hull of a set K \subset \R^d: #Maximal definition: The definition described in the introduction of this article. It is based on the Maxima of a point set. #Classical definition: The orthogonal convex hull of K is the intersection of all orthogonally convex supersets of K; .
The orthogonal convex hull of a point set In geometry, a set is defined to be orthogonally convex if, for every line that is parallel to one of standard basis vectors, the intersection of with is empty, a point, or a single segment. The term "orthogonal" refers to corresponding Cartesian basis and coordinates in Euclidean space, where different basis vectors are perpendicular, as well as corresponding lines. Unlike ordinary convex sets, an orthogonally convex set is not necessarily connected. The orthogonal convex hull of a set is the intersection of all connected orthogonally convex supersets of .
GiST can be used for any data type that can be naturally ordered into a hierarchy of supersets. Not only is it extensible in terms of data type support and tree layout, it allows the extension writer to support any query predicates that they choose. GiST is an example of software extensibility in the context of database systems: it allows the easy evolution of a database system to support new tree-based indexes. It achieves this by factoring out its core system infrastructure from a narrow API that is sufficient to capture the application-specific aspects of a wide variety of index designs.
In information science, an upper ontology (also known as a top-level ontology, upper model, or foundation ontology) is an ontology (in the sense used in information science) which consists of very general terms (such as "object", "property", "relation") that are common across all domains. An important function of an upper ontology is to support broad semantic interoperability among a large number of domain-specific ontologies by providing a common starting point for the formulation of definitions. Terms in the domain ontology are ranked under the terms in the upper ontology, e.g., the upper ontology classes are superclasses or supersets of all the classes in the domain ontologies.
Feature levels encapsulate hardware-specific capabilities that exist on top of common mandatory requirements and features in a particular version of the API. The levels are grouped in strict supersets of each other, so each higher level includes all features required on every lower level. Some feature levels include previously optional hardware features which are promoted to a mandatory status with new revisions of the API to better expose newer hardware. More advanced features such as new shader models and rendering stages are only exposed on up-level hardware, however the hardware is not required to support all of these feature levels and the Direct3D runtime will make the necessary translations.
M Programming: A Comprehensive Guide, Richard F. Walters, Digital Press, 1997 The simplest kind of automated collation is based on the numerical codes of the symbols in a character set, such as ASCII coding (or any of its supersets such as Unicode), with the symbols being ordered in increasing numerical order of their codes, and this ordering being extended to strings in accordance with the basic principles of alphabetical ordering (mathematically speaking, lexicographical ordering). So a computer program might treat the characters a, b, C, d, and $ as being ordered $, C, a, b, d (the corresponding ASCII codes are $ = 36, a = 97, b = 98, C = 67, and d = 100). Therefore, strings beginning with C, M, or Z would be sorted before strings with lower-case a, b, etc. This is sometimes called ASCIIbetical order.
It is basically two different programs with the same functionality in a single file, preceded by code selecting the one to use. Under CP/M 3, if the first byte of a COM file is C9h, there is a 256-byte header; since C9h corresponds to the 8080 instruction `RET`, this means that the COM file will immediately terminate if run on an earlier version of CP/M that does not support this extension. (Because the instruction sets of the 8085 and Z80 are supersets of the 8080 instruction set, this works on all three processors.) C9h is an invalid opcode on the 8088/8086, and it will cause a processor-generated interrupt 6 exception in v86 mode on the 386 and later x86 chips. Since C9h is the opcode for LEAVE since the 80188/80186 and therefore not used as the first instruction in a valid program, the executable loader in some versions of DOS rejects COM files that start with C9h, avoiding a crash.

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