... Translation 2.2 .2. 1 Problems and Needs in Translation 2.2 .2. 2 Linguistic differences and how they are solved 2.2 .2. 3 Cultural differences and how they are solved 2. 2.3 Loss of Meaning in Translation ... inevitable in translation That results inthe loss intheprocess of translating because we can not express the meaning between any two languages adequately 2.2 THEORETICAL BACKGROUND 2.2 .1 Theoretical ... 2. 2.6 .2 Translating by a more General Word 2. 2.6.3 Translating by Cultural Substitution 2. 2.6.4 Translating by using a loan word plus explanation 2. 2.6.5 Translating by using a paraphrase 2. 2.6.6...
... Activity 2. 1: Reviewing theProcess Exercise 1: Comparing theProcess ! Compare your experience with theprocess presented in this section Identify a project with which you have been involved inthe ... gathering and analyzing information to make an informed decision Reflect on the gathering, analyzing, and presenting process you used inthe project Then discuss the answers to the following questions ... disadvantages of the process? • How does theprocess you used compare to the one described in this section? • Did theprocess allow review of the entire business or just the business challenge...
... http://www.itl.nist.gov/div898/handbook/pmd/section4/pmd 42. htm (2 of 2) [5 /1 /20 06 10 :22 :07 AM] 4.4 .2. 1 Incorporating Scientific Knowledge into Function Selection Process Modeling 4.4 Data Analysis for Process Modeling 4.4 .2 How I select ... http://www.itl.nist.gov/div898/handbook/pmd/section4/pmd 422 .htm (5 of 7) [5 /1 /20 06 10 :22 :09 AM] 4.4 .2. 2 Using the Data to Select an Appropriate Function Cross-Sectional Models Provide Further Insight Further insight into the appropriate ... http://www.itl.nist.gov/div898/handbook/pmd/section4/pmd43.htm (2 of 2) [5 /1 /20 06 10 :22 :09 AM] 4.4.3 .1 Least Squares Process Modeling 4.4 Data Analysis for Process Modeling 4.4.3 How are estimates of the unknown parameters obtained? 4.4.3 .1 Least Squares...
... in Kn +1 we get a bijection between increasing trees in Kn +1 and increasing spanning forests in Kn Here a forest is increasing if it is increasing in each component Therefore, we get the interpretation ... polynomial and increasing trees A spanning tree in Kn with root at is said to be increasing whenever its vertices increase along the paths away from the root A 0 12 increasing tree is an increasing tree ... Theorem T (Kn ; 2, 1) = T (Kn +2 ; 1, 1) The last section shows how this result is related to the number of 0 -1 -2 increasing trees on n vertices T (Kn; 2, 1) and T (Kn +2; 1, 1) Let us assume...
... (see page 12 8 in [4]) by v0 = 1, v1 = θ, and: θvi = ci +1 vi +1 + (k − bi − ci )vi + bi 1 vi 1 , for all i ∈ {1, , D − 1} the electronic journal of combinatorics 16 (20 09), #N13 2. 4 The dual ... vi 1 , this can be rewritten as: i +1As d +1 q = qi d +1 vi +1 = −(q ǫ +1 + 1) q d +1 i q + i , q relation, as well asthe identity q i vi + q ǫ +1+ i q d +1 i vi q this proves the induction hypothesis ... (20 09), #N13 values for bi and ci inthe recurrence relation, one obtains: i +1 vi +1 + q ǫ +1 q + q i+ǫ d +1 d +1 i − q i+ǫ +1 q d +2 i − q i + q d +1 vi q vi 1 = q Using the induction hypothesis to...
... Mt,required > This is illustrated in Figures 1. 12 2 and 1. 12 3 Moore, Watkins and Vellenoweth (19 84) reviewed the status inthe early part of the 19 8Os, including industrial experience with a number ... relating the oxygen content c2 ( ~ % ) the gas after flushing and the oxygen content c1 before flushing: in c2 = (cl - c,)e-” + c, (1. 14) where c, is the content of oxygen, if any, inthe inert gas ... Furthermore, the pressure increases with increasing duct length, increasing number of sharp bends and decreasing duct diameter These trends are confirmed by experiments Figures 1. 107 and 1. 108 give...