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Volume-4 Issue-5: Published on March 20, 2017
01
Volume-4 Issue-5: Published on March 20, 2017

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Volume-4 Issue-5, March 2017, ISSN: 2319-9598 (Online)
Published By: Blue Eyes Intelligence Engineering & Sciences Publication Pvt. Ltd. 

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1.

Authors:

Vinod S. Bhaskarwar

Paper Title:

Need and Reasons for the Development of Performance Measures and Evaluation for the Relm of Environment Management in Indian Industries

Abstract:  Environmental management is management of those activities of a firm that have or can have an impact on the environment. The manufacture of products involves extracting raw materials from the environment and processing them to produce saleable items. As a result of the production process, various forms of waste (solid, liquid and gaseous) enter the environment. The activities surrounding the manufacturing process - such as maintenance of plant and infrastructure and the packaging and transport of goods all have environmental impacts. In addition, the products that are produced will eventually be disposed of and enter the environment as waste simply the environment acts as a source of raw material inputs to the industrial process and as a sink for its waste outputs. This relationship between Environmental management means different things to different people. Generally the focus is on environmental impacts and ways they can be minimized. The scope of the activities, resources or area that we aim to improve environmentally varies considerably

Keywords:
 Environmental Management System, critical Factors, performance Measures

References:

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2.       Alberti, M., Caini, L., Calabrese, A. and Rossi, D. (2000). “Evaluation of the costs and benefits of an environmental management system”, International Journal of Production Research. Vol- 38(17), pp 4455-4466.

3.       Argyris, C. (1998), “Empowerment: the emperor's new clothes”, Harvard Business Review, pp.98-105.

4.       Atwater, D.C., Bass, B. (1994), “Transformational leadership in teams”,  B.M. Avolio, B .J. Edward, Improving Organizational Effectiveness through Transformational Leadership, Sage Publication, London, pp.48-83.

5.       Anderson, J. C., Cleveland, G., & Schroeder, R. G. (1989).  “Operations strategy: A literature review”, Journal of Operations Management, Vol-8, pp 133-158.

6.       Arthur D. Little. (1989). “State-of-the-art environment, health and safety management programs”, Cambridge, MA: Arthur D. Little, Inc., and Center for Environmental
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7.       Aragon-Correa, J. A. (1998). “Strategic proactivity and firm approach to the natural environment”, Academy of Management Journal, Vol-41, pp 556-567.

8.       Badri, M.D. and Davis, D. (1995), “A study of measuring the critical factors of quality Management”, International Journal of Quality & Reliability Management, Vol- 12, No. 2, pp. 36-53.

9.       Belkaoui A, Karpik P.G. (1989). “Determinants of the Corporate Decision to Disclose Social Information”, Accounting, Auditing, and Accountability Journal Vol-2(1), pp 36–51.

10.    Business: Championing the Global Environment, Conference Board Report Number 995 (New York, NY: The Conference Board, 1992).

11.    Berry, M. and Rondinelli, D. (1998), “Proactive corporate environmental management: a new industrial revolution”, Academy of Management Executive, Vol. 12 No. 2, pp. 38-50.


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2.

Authors:

Awatif M.A.Elsiddieg

Paper Title:

Stability and Efficiency of the Positive Definite Quadratic Programming Algorithms

Abstract: In this paper we introduce some stable and efficiency algorithms for the positive definite quadratic programming. Sections (1), introduce matrix factorizations QR factorization ,orthogonal transformation using Householder matrices ,  which  leads to our main work. In section(2) general consideration is given. In section (3) we introduce the basic concepts methods linear equality and inequality constraints that leads to our methods.  In section (4) we give some of the stable and efficiency algorithms for positive quadratic programming only using KKT-conditions. We conclude our paper by showing that there are stable and efficient methods  for indefinite programming  as the extended Dantzig Wolfe method[20].  

Keywords:
 KKT-conditions, QR factorization, active set methods, penalty and barrier functions, complementrity.

References:

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8.       David G. Luenberger (2003) Linear and nonlinear programming 2nd Edition.  Pearson Education, Inc. Publishing as Addison-Wesley.

9.       Dennis and Schnabel (1996) Numerical    Methods for  unconstrained Optimization and nonlinear equation classics in applied Mathematics. SIAM.
10.    Fletcher R. (1987)   Practical Methods of Optimization, 2nd Ed. John Wiley and Sons.
11.    Gill. P. E. and Murray. W. (1975)   Numerical Methods for constrained optimization (Eds. P. E. Gill and W. Murray),  Academic press, London.

12.    Gill. P. E. and Murray. W. (1978)    Numerically Stable methods for quadratic programming. Math Prog 14, 349 - 372.

13.    Gill. P. E. and Murray. W. (1988)  Practical Optimization. Academic Press.

14.    Golub G. H. and Van Loan. C. F. (1983)  Matrix computations, the John Hofkin University Press.

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16.    Kendall, E. (1978). An introduction To Numerical Analysis. John Wiley & Sons.

17.    Kunisch K, Rendl F. (2003).An infeasible active set method for quadratic problems with simple bounds.siam journal on optimization volume 14,number1 pp35-52.

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19.    Keller.E.L.(1973).The general quadratic optimization problem. Math. Prog. 3, 311-337.

20.    Mohsin H. A. Hashim (1996)  An Extension to the Dantzig-Wolfe Method for general quadratic programming Ph.D. thesis, University of Khartoum.

21.    M.M . Khader,N.H .Sweilam &A. M.S.Mahdy (2011). An  Efficient Numerical Method for Solving the Fractional Diffusion Equation .

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23.    Boyd .S. and. Vandenberghe .L..(2003). Convex Optimization. Cambridge University.

24.    Jorge  Nocedal and Stephen Wright books (2006) Springer Series in Operations Research and Financial Engineering. Springer.

25.    Stephen G. Nash and Ariela Sofer (1996) . Linear and non -liner programming, McGraw Hill, New York.

26.    Stephen G. Nash and Ariela Sofer (2008) . Linear and non -liner programming, McGraw Hill, New York


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