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Now showing items 1 - 16 of 14704

The herpetofauna of Madran Mountain (Ayd?n, Turkey)

?ZCAN, Serdar üZüM, Nazan

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Environmental impact of geothermal power plants in Ayd?n, Turkey

Yilmaz Ersel Ali Kaptan Mustafa Wzorek M. Królczyk G. Król A.

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Kad?nlar?n Mülk ve Miras Edinmesi: Kemalist Ayd?nla

O?uz ?i?dem

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Soil disinfestation options in Ayd?n province, Turkey, strawberry cultivation

Benlioglu, Seher Yildiz, Ayhan Boz, ?zhan Benlioglu, Kemal

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Investigating recreational qualities of the parks in Ayd?n

Baris Kara Hayriye Esbah Tuncay Bulent Deniz

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Factors influencing the use of urban greenways: A case study of Ayd?n, Turkey

Akpinar Abdullah

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Correction to: Neutron yield of the reactions Li6(t, n) and Li7(t, n)

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Approximate quantum Fourier transform with O(n log(n)) T gates

Nam, Yunseong Su, Yuan Maslov, Dmitri

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Neutron yield of the reactions Li-6(t,n) and Li-7(t,n) (vol 10,pg 574,1962)

Valter, A. K. Vatset, P. I. Kolesnikov, L. Ya. Tonapetyan, S. G. Chernyavskii, K. K. Shpetnyi, A. I.

The first author's name should read A. K. Valter.

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(T, N)-Implications and Some Functional Equations

Pinheiro, Jocivania Bedregal, Benjamin Santiago, Regivan Santos, Helida Dimuro, Gracaliz Pereira

Fuzzy implications has drawn attention of many authors along the years, as their theoretical features seem to be a useful tool in a fair amount of applications. Meanwhile, functional equations are those in which the unknowns are functions instead of a traditional variable, and within the fuzzy logic, they can be considered generalizations of some tautologies of the classical logic. In this paper we investigate the validity of five functional equations for the class of (T, N)-implications, namely, we have selected the law of importation and four distributivity properties and have studied them in the context of the aforementioned operator.

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Geophysical Investigation of the Hematite Zones in Ko?arl?-Demirtepe (Ayd?n/Turkey)

Tolga G?nen? Emre Timur Mehmet Utku…

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(t, n) Threshold d-Level Quantum Secret Sharing

Song, Xiu-Li Liu, Yan-Bing Deng, Hong-Yao Xiao, Yong-Gang

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(t, n) Threshold d-Level Quantum Secret Sharing

Song, Xiu-Li Liu, Yan-Bing Deng, Hong-Yao Xiao, Yong-Gang

Most of Quantum Secret Sharing(QSS) are (n, n) threshold 2-level schemes, in which the 2-level secret cannot be reconstructed until all n shares are collected. In this paper, we propose a (t, n) threshold dlevel QSS scheme, in which the d-level secret can be reconstructed only if at least t shares are collected. Compared with (n, n) threshold 2-level QSS, the proposed QSS provides better universality, flexibility, and practicability. Moreover, in this scheme, any one of the participants does not know the other participants' shares, even the trusted reconstructor Bob1 is no exception. The transformation of the particles includes some simple operations such as d-level CNOT, Quantum Fourier Transform(QFT), Inverse Quantum Fourier Transform(IQFT), and generalized Pauli operator. The transformed particles need not to be transmitted from one participant to another in the quantum channel. Security analysis shows that the proposed scheme can resist intercept-resend attack, entangle-measure attack, collusion attack, and forgery attack. Performance comparison shows that it has lower computation and communication costs than other similar schemes when 2 < t < n - 1.

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WHO Konformit?t – der n?chste Schritt

Karl Zwiauer

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Efficient (n, t, n) secret sharing schemes

Yan-Xiao Liu Lein Harn Ching-Nung Yang Yu-Qing Zhang

Recently, Harn and Lin introduced a notion of strong t-consistency of a (t, n) secret sharing scheme and proposed a strong (n, t, n) verifiable secret sharing (VSS). In this paper, we propose a strong (n, t, n) VSS which is more efficient than Harn and Lin's VSS. Using the same approach, we propose a (n, t, n) multi-secret sharing scheme (MSS) to allow shareholders to share n-t+1 secrets. Also, the proposed (n, t, n) MSS can be modified to include the verifiable feature. All proposed schemes are unconditionally secure and are based on Shamir's (t, n) secret sharing scheme. [All rights reserved Elsevier].

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Efficient (n, t, n) secret sharing schemes

Yan-Xiao Liua [Author Vitae] Lein Harnb [Author Vitae] Ching-Nung Yangc Yu-Qing Zhanga d [Author Vitae]

Recently, Harn and Lin introduced a notion of strong t-consistency of a (t, n) secret sharing scheme and proposed a strong (n, t, n) verifiable secret sharing (VSS). In this paper, we propose a strong (n, t, n) VSS which is more efficient than Harn and Lin's VSS. Using the same approach, we propose a (n, t, n) multi-secret sharing scheme (MSS) to allow shareholders to share n ?#xA0;t + 1 secrets. Also, the proposed (n, t, n) MSS can be modified to include the verifiable feature. All proposed schemes are unconditionally secure and are based on Shamir's (t, n) secret sharing scheme.

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The herpetofauna of Madran Mountain (Ayd?n, Turkey)

Environmental impact of geothermal power plants in Ayd?n, Turkey

Kad?nlar?n Mülk ve Miras Edinmesi: Kemalist Ayd?nla

Soil disinfestation options in Ayd?n province, Turkey, strawberry cultivation

Investigating recreational qualities of the parks in Ayd?n

Factors influencing the use of urban greenways: A case study of Ayd?n, Turkey

Correction to: Neutron yield of the reactions Li6(t, n) and Li7(t, n)

Approximate quantum Fourier transform with O(n log(n)) T gates

Neutron yield of the reactions Li-6(t,n) and Li-7(t,n) (vol 10,pg 574,1962)

(T, N)-Implications and Some Functional Equations

Geophysical Investigation of the Hematite Zones in Ko?arl?-Demirtepe (Ayd?n/Turkey)

(t, n) Threshold d-Level Quantum Secret Sharing

(t, n) Threshold d-Level Quantum Secret Sharing

WHO Konformit?t – der n?chste Schritt

Efficient (n, t, n) secret sharing schemes

Efficient (n, t, n) secret sharing schemes

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