Results 181 to 190 of about 1,423 (198)
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2011
Fur Bedienprozesse mit stationaren Zuwachsen, d. h. S(t) – S(s)=S(t – s), und deterministischem Verhalten, d. h. S(t) = S(t)S, gilt Gl. (18.8) auch mit dem Gleichheitszeichen (vgl. Gl. 18.3)):
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Fur Bedienprozesse mit stationaren Zuwachsen, d. h. S(t) – S(s)=S(t – s), und deterministischem Verhalten, d. h. S(t) = S(t)S, gilt Gl. (18.8) auch mit dem Gleichheitszeichen (vgl. Gl. 18.3)):
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Deterministic traffic specification via projections under the min-plus algebra
IEEE INFOCOM '99. Conference on Computer Communications. Proceedings. Eighteenth Annual Joint Conference of the IEEE Computer and Communications Societies. The Future is Now (Cat. No.99CH36320), 1999We address the parameterization problem for traffic envelopes needed for deterministic traffic regulation and service guarantees. A parameterized function is a good "substitute" for a traffic envelope if (i) the substitute is not smaller than the envelope and (ii) no other functions not smaller than the envelope are smaller than the substitute ...
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Networks methods for endomorphisms of semimodules over min-plus algebras
2005It is natural to consider the mapping A as an "integral" operator with the kernel a(x, ~) = L(x , ~ x) in a functional semimodule over the semiring ~ = R U (+e~) with the operations ~ = min, (D = + [ I, 2]. The usual method of computation of an integral operator consists in replacing it by a sum over the nodes of a network.
Peter I. Dudnikov, Sergei N. Samborski
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Bandwidth estimation in network probing techniques utilizing min-plus algebraic methods
i-manager’s Journal on Wireless Communication NetworksBandwidth estimation in network probing techniques plays a crucial role in modern networks, particularly in ensuring superior Quality of Service (QoS). This is largely influenced by advancements in IEEE 802.11 standards, which aim to enhance service performance.
Tiwary Neelam +2 more
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Eigenvalue Problem in Min-Plus Algebra
同志社大学理工学研究報告, 2012Watanabe, Sennosuke +2 more
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Journal of Discrete Mathematical Sciences & Cryptography
The algebraic structure defined by the triple (ℝε’, ⊕’, ⊗), commonly referred to as minplusalgebraic semi-field. The eigenvalue and eigenvector problem is one of the key issue in min-plus algebra. With a literature review as the research method, this paper investigates and derives explicit formulas for solving the eigenproblem of two special matrices ...
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The algebraic structure defined by the triple (ℝε’, ⊕’, ⊗), commonly referred to as minplusalgebraic semi-field. The eigenvalue and eigenvector problem is one of the key issue in min-plus algebra. With a literature review as the research method, this paper investigates and derives explicit formulas for solving the eigenproblem of two special matrices ...
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The eigenvalues of reducible matrices over min-plus algebra
AIP Conference ProceedingsRiko Fajarudin +2 more
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