Hasse Weil Bound for Additive Cyclic Codes

Güneri, Cem
Özbudak, Ferruh
Özdemir, Funda


Hasse-Weil bound for additive cyclic codes
Guneri, Cem; Özbudak, Ferruh; Ozdemir, Funda (Springer Science and Business Media LLC, 2017-01-01)
We obtain a bound on the minimum distance of additive cyclic codes via the number of rational points on certain algebraic curves over finite fields. This is an extension of the analogous bound in the case of classical cyclic codes. Our result is the only general bound on such codes aside from Bierbrauer's BCH bound. We compare our bounds' performance against the BCH bound for additive cyclic codes in a special case and provide examples where it yields better results.
Reisnerr-Nordstrom Spacetime Geometry: Derivation of the Euler and Burgers Models
Okutmuştur, Baver (2018-7-07)
A relativistic generalization of the Euler and Burgers models have recently been introduced and analyzed both theoretically and numerically. In this work we extend these analysis to a particular type of the Lorentzian manifold, so called the Reissnerr-Nordström (RS) spacetime geometry. We introduce basic properties of the R-S spacetime and its metric components containing electrical charge term which distinguish the R-S spacetime from the Schwarzshild geometry. Furthermore, we present a derivation of the Eu...
Heideggerian way-making to language
Sezgi, Damla; Karademir, Aret; Department of Philosophy (2016)
The main concern of the present thesis is ‘language’ in Heidegger. Beginning with a discussion of the place of the Heideggerian thought within the context of the history of philosophy, which at that time witnessed a shift which is called ‘linguistic turn’, the question ‘What is language?’ is scrutinized to show the dilemma which arises from the fact that this question itself is in language. After, from the Heideggerian perspective, the interrogation of the whatness of language is shown to be inadequate, req...
Kuessner's function in the sharp-edged gust problem - A correction
Kayran, Altan (American Institute of Aeronautics and Astronautics (AIAA), 2006-09-01)
Kuessner's function in the sharp-edged gust problem - A correction
Kayran, Altan (2006-03-01)
Citation Formats
C. Güneri, F. Özbudak, and F. Özdemir, “Hasse Weil Bound for Additive Cyclic Codes,” 2015, Accessed: 00, 2021. [Online]. Available: https://hdl.handle.net/11511/82832.