Constraint Logic Programming in Prolog: Hanjie Puzzle Solver Lu´ıs Cleto and Jo˜ao Marinheiro FEUP-PLOG‚ Turma 3MIEIC05‚ Group 23 {ei11077‚ei11129}@fe.up.pt http://www.fe.up.pt Abstract. The purpose of this project was to use constraint logic programming in Prolog to implement a solver for the 2D puzzle‚ Hanjie. For this purpose we used the clp(FD) library provided by SICStus Prolog 4.2.3‚ specifically the sum/3 and automaton/3 combinatorial constraints. The program we developed is able
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and over time are shown in Figure 1. The orthophosphate concentration in all Cd and Pb treatment groups decreased markedly within 2 days of initiating the experiments and remained almost unchanged after that except in the solution treated with 1 mgPb/L in which‚ a significant decrease of phosphate concentration occurred also from day 2 to day 4. Similar tendency was observed in control treatment group. The phosphate removal efficiencies from the medium with Lemnagibba‚ monitored on day 2‚ 4 and 6 of
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Contents TOC o 1-3 h z u HYPERLINK l _Toc153904815 Executive Summary PAGEREF _Toc153904815 h i HYPERLINK l _Toc153904816 Table of Contents PAGEREF _Toc153904816 h v HYPERLINK l _Toc153904817 List of Figures PAGEREF _Toc153904817 h viii HYPERLINK l _Toc153904818 List of Tables PAGEREF _Toc153904818 h ix HYPERLINK l _Toc153904819 1.0 Operations Plan PAGEREF _Toc153904819 h 1 HYPERLINK l _Toc153904820 1.1 Product Description PAGEREF _Toc153904820 h 1 HYPERLINK l _Toc153904821 1.2 Organizational
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increase the sales volume only by 9.2% you would have to reduce the price. %∆Q/%∆P=Pe -5.25%∆P=-1.2 %∆P=4.375% (iii). a. Maximize…Z = M + .5S + .5MS - S² Subject to 30000S + 60000M = 1200000 Lagrangean…L=M+.5S+.MS-S2+λ1‚200‚000-30‚000S-60‚000M ∂L∂S=0.5+0.5M-2S-30‚000λ ∂L∂M=1+0.5S-60‚000λ ∂L∂λ=30‚000S+60‚000M Equating λ‚ I get 1 + 0.5S/60000 = 0.5 + 0.5M – 2S M = 4.5S By substituting into budget constraint‚ I get 30000S + 60000 * 4.5S = 1200000 S = 4 M = 18 b. Cost function = 30000S
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Tarakarama Rao Raghupati and Jay Shankar Prasad Introduction Organic farming is not a new concept to Indian farmers. Before the Green Revolution‚ during which the chemical fertilisers were introduced‚ Indian farmers used to cultivate crops using natural resources like Farm Yard Manure (FYM)‚ leaves of various plant species‚ animal wastes‚ etc. With the advent of Green Revolution‚ High Yielding Varieties (HYVs) came into existence. In order to utilise the potentiality of the HYVs‚ the use of
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Industrialization‚ Poverty and Paradigmatic Thinking in the English Speaking Caribbean Davin Ramphall Department of Geography and Anthropology Louisiana State University Baton Rouge‚ LA 70803 Prepared for presentation at the Annual Meeting of the Caribbean Studies Association‚ Havana‚ Cuba‚ May 21-24‚ 1991 1. Introduction There js currently a crisis in development thinking in the English speaking Caribbean (and for that matter‚ in the entire Caribbean area). The timeworn‚ top-down‚ macro
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ASHISH NARULA (WMP 7084) JITENDRA SHARMA (WMP 7096) SARTHAK SWAIN (WMP 7126) 1. INTRODUCTION: Larsen & Toubro (L&T) is an Indian MNC with strong Technological‚ manufacturing and construction capabilities. The project management capabilities of L&T are undisputed and strong Brand Equity helps it leverage the high infrastructural investments in India. L&T‚ with wide international presence‚ has a major thrust on its International Business operations. It targets atleast 25%
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FLOW INDUCED VIBRATIONS IN PIPES‚ A FINITE ELEMENT APPROACH IVAN GRANT Bachelor of Science in Mechanical Engineering Nagpur University Nagpur‚ India June‚ 2006 submitted in partial fulfillment of requirements for the degree MASTERS OF SCIENCE IN MECHANICAL ENGINEERING at the CLEVELAND STATE UNIVERSITY May‚ 2010 This thesis has been approved for the department of MECHANICAL ENGINEERING and the College of Graduate Studies by: Thesis Chairperson‚ Majid Rashidi‚ Ph.D. Department & Date
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envelope Superscribing to The Director‚ National Institute of Ocean Technology‚ NIOT campus‚ Velachery-Tambaram Main Road‚ Narayanapuram‚ Pallikarnai‚ Chennai-600100‚ Tamilnadu. : s n o i t i d n o C l a r e n ” n ) o . i t O a N c i l . t p v p d A A “ & e d o c t s o p h t i w g n o l a d e i l p p a t s o p e h t f o e m a n ( _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ f o t s o p e h t r o f • • • • The candidates are requested to note the following: The application form is available online in NIOT
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JOURNAL OF INFORMATION SCIENCE AND ENGINEERING 17‚ 713-727 (2001) A Fast Algorithm for Multilevel Thresholding PING-SUNG LIAO‚ TSE-SHENG CHEN* AND PAU-CHOO CHUNG+ Department of Electrical Engineering ChengShiu Institute of Technology Kaohsiung‚ 833 Taiwan * Department of Engineering Science National Cheng Kung University Tainan‚ 701 Taiwan + Department of Electrical Engineering National Cheng Kung University Tainan‚ 701 Taiwan Otsu reference proposed a criterion for maximizing the between-class
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