The study was conducted on Agro-industrial farm of Brimbo, property S.C.B, located in the Agneby-Tiassa region. aimed to contribute sustainable production dessert bananas Côte d’Ivoire through development new technical itineraries. Grand Nain and Williams cultivars were planted a block design with total randomisation, comprising eight treatments. During plant growth, effect density cultivar phy...

This study conducted to determine the effect of guanidino acetic acid consumption and management methods on the enhancement of aged rooster's reproduction. A total of 486 broiler breeders (Ross 308) were used in a 3 × 3 factorial experiment from week 41 to 62. Three levels as 0, 1200, and 1600 (mg/kg) of guanidino acetic acid, as a precursor of creatine (CreAmino) in combination with three mana...

An experiment was conducted in twelve 200-m2 earthen ponds at the Asian Institute of Technology, Thailand, for 91 days from 11 September to 11 December 1998. The experiment was designed to determine the optimal rate of nitrogen fertilization in cool season, to determine which of the nitrogen fertilization rates evaluated to produce Nile tilapia had the greatest profitability, and to develop a f...

Keccak is the latest Hash Function selected as the winner of NIST Hash Function Competition. SHA-3 is not meant to replace SHA-2 as no significant attacks on SHA-2 have been demonstrated. But it is designed in response to the need to find an alternative and dissimilar construct for Cryptographic Hash that is more fortified to attacks. In this paper we have tried to depict an analysis of the sof...

abstract the production unit size is one of the effective factors in optimum uses of inputs. since optimum size is affected by the characters and economical conditions in each district, the studies for determining the optimum farm size should be done specially for each crop and each district. in this study tried to determine the optimum rice farm size in guilan province which is one of the most...

Let G be an abelian group of order m, let S be a sequence of terms from G with k distinct terms, let m ∧ S denote the set of all elements that are a sum of some m-term subsequence of S, and let |S| be the length of S. We show that if |S| ≥ m + 1, and if the multiplicity of each term of S is at most m − k + 2, then either |m ∧ S| ≥ min{m, |S| − m + k − 1}, or there exists a proper, nontrivial su...