Download Advanced Technology in Teaching - Proceedings of the 2009 by Tian Zhuo, LiBai Cheng (auth.), Yanwen Wu (eds.) PDF

By Tian Zhuo, LiBai Cheng (auth.), Yanwen Wu (eds.)

The quantity features a set of chosen papers prolonged and revised from the overseas convention on educating and Computational technology (WTCS 2009) hung on December 19- 20, 2009, Shenzhen, China.

WTCS 2009 most sensible papers quantity 1 is to supply a discussion board for researchers, educators, engineers, and executive officers desirous about the final components of clever Ubiquitous Computing and schooling to disseminate their most modern study effects and trade perspectives at the destiny study instructions of those fields. 128 fine quality papers are integrated within the quantity. each one paper has been peer-reviewed through at the very least 2 software committee individuals and chosen by means of the quantity editor Prof.Wu.

On behalf of the WTCS 2009, we want to precise our honest appreciation to all of authors and referees for his or her efforts reviewing the papers. Hoping you will find plenty of profound learn rules and effects at the similar fields of clever Ubiquitous Computing and Education.

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Read Online or Download Advanced Technology in Teaching - Proceedings of the 2009 3rd International Conference on Teaching and Computational Science (WTCS 2009): Volume 1: Intelligent Ubiquitous Computing and Education PDF

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Extra info for Advanced Technology in Teaching - Proceedings of the 2009 3rd International Conference on Teaching and Computational Science (WTCS 2009): Volume 1: Intelligent Ubiquitous Computing and Education

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K∈Z χ Δ ( ω + k ) . Let 4 Theorem 3 [8]. Let Δ be the bandwidth of the subspace V0 defined in Theorem 1. 1) ξ⎞ ξ⎞ ⎛ ⎛ P (ω ) B ⎜ ω + ⎟ + ∑ι∈Λ Dι (ω )Qι ⎜ ω + ⎟ Γ Δ ( ω ) = 0 2⎠ 2⎠ ⎝ ⎝ . 2) ξ = {1,1,1,1} . The Characters of Multiple Affine Quarternary Frames Theorem 4. Let ψ ( s ) , ψ ( s ) , ϒι ( s ) 25 and ϒι ( s ) , ι ∈ Λ be functions in L ( R ) 2 4 defined by (14), (15), (18) and (19), respectively. Assume that conditions in Theorem 3 are satisfied. Then, for any function Γ( s ) ∈ L2 ( R 4 ) , and any integer n, 15 Γ,ψ σ ,k ψ σ ,k ( s ) = ∑ ∑ σ −1 ∑∑ ι =1 n =−∞ k∈Z 4 k∈Z 4 (18) Γ( s ) ∈ L2 ( R 4 ) , Furthermore, for any ∞ 15 Γ(s) = ∑ ∑∑ ι =1 n =−∞ k∈Z 4 if { ϒι:n , k } and Consequently, Γ, ϒι:n ,k ϒι:n ,k ( s ) Γ, ϒι:n ,k ϒι:n , k ( s ) .

The client deals with the source file by Hash calculation, and then generates fixed-length summary. The client transfers the summary or the summary + file name to the server-side. Server-side matches the summary or the summary + file name with the Summary dictionary. The summary is accurately matched and the file name fuzzily matched. If the match is successful, a relationship will be built and the result will be transferred to the client. Otherwise, turn 5. The client accesses to the file mapping result, and saves the result as a compressed file.

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