Generalized singleton type upper bound
WebFeb 7, 2024 · Abstract: We show that a relatively simple reasoning using von Neumann entropy inequalities yields a robust proof of the quantum Singleton bound for quantum error-correcting codes (QECC). For entanglement-assisted quantum error-correcting codes (EAQECC) and catalytic codes (CQECC), a type of generalized quantum Singleton … WebSingleton has a special meaning when it appears as an upper bound on a formal type parameter. Normally, type inference in Scala widens singleton types to the underlying non-singleton type. When a type parameter has an explicit upper bound of Singleton, the compiler infers a singleton type.
Generalized singleton type upper bound
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WebUPPER BOUND ON THE CHARACTERS OF THE SYMMETRIC GROUPS FOR BALANCED YOUNG DIAGRAMS AND A GENERALIZED FROBENIUS FORMULA AMARPREET RATTAN AND PIOTR SNIADY´ ABSTRACT. We study asymptotics of an irreducible representation of the symmetric group S n corresponding to a balanced … WebJul 31, 2024 · The singleton design pattern restricts the instantiation of a class to a single instance. This is done in order to provide coordinated access to a certain resource, …
WebA type designator is volatile if it is an alias of a volatile type, or if it designates a type parameter or abstract type that has a volatile type as its upper bound. A singleton type p.type is volatile, if the underlying type of path p is volatile. An existential type T forSome {Q } is volatile if T is volatile. Webconstruction of optimal [n,k] linear insdel codes attaining the half-Singleton bound for k ≥ 3. The direct upper bound d I(C) ≤ 2d H(C) is fundamental for insdel codes and the half-Singleton upperbound is fundamental for linear insdel codes. When d H ≤ n−2k+1, the direct upperboundhas to be used to upper bound the insdel distances of codes.
WebAn upper bound on the lengths of list-decodable codes attaining the generalized Singleton bound is also presented. As an application of our generalized Singleton type upper bounds on Hamming metric error-correcting codes, the generalized Singleton type upper bounds on insertion-deletion codes is given. WebThe proposal in this SIP is that we use an upper bound of Singleton on a formal type parameter to indicate that a singleton type should be inferred. The above example would then be written as, def show [ T <: Singleton ] (t: T ) ( implicit st: Show [ T ]): String = st.s show ( true) // compiles and yields "yes".
WebThe singleton divide and conquer paradigm is a type of produce-consume process in which the split is a producer and the join is a consumer. The recursive algorithm can be viewed …
WebJun 26, 2024 · Abstract: We prove a new Singleton-type upper bound for list-decodable codes, which improves upon the previously known bound by roughly a factor of 1/L, … reach emergency servicesWebAug 1, 2024 · Some upper bounds on the lengths of general small Singleton defect codes are given. As an application of our generalized Singleton type upper bounds on … how to spray paint with cansWebSome upper bounds on the lengths of general small Singleton defect codes are given. As an application of our generalized Singleton type upper bounds on Hamming metric error-correcting codes, the general-ized Singleton type upper bounds on insertion-deletion codes is given. Our this upper bound is much strongerthan the direct Singleton bound how to spray paint wicker furnitureWebStarting with the narrow end, slide the pickup between the bridge pins and the saddle. Move the pickup from the treble side up to the bass side until the end rests below the last … reach emile helmetWebJul 12, 2024 · This paper studies the problem for large range of parameters including the case where minimum distance is proportional to length and derives some upper bounds on the maximum length of Singleton-optimal locally repairable codes with small minimum distance by removing this constraint. . A locally repairable code is called Singleton … how to spray paint without oversprayWebupper bounds on the lengths of MDS and small Singleton defect codes are for both linear and non-linear codes. The Griesmer bound for a linear [n,k,d]q code proposed in [45] asserts that n ≥ Σk−1 i=0 ⌈ d qi ⌉, see Section 2.7 of [54]. This bound is stronger than the Singleton bound for linear codes, since n ≥ d+Σi=1⌈d reach emileWebIn this paper we give upper bounds on the sizes of (d,L) list-decodable codes in the Hamming metric space from covering codes with the covering radius smaller than or … how to spray paint wood