Contents

Information Science

Related Fields

Constrained Nonlinear Optimization in Information Science, the Law and other Social Sciences

This chapter provides an overview of constrained optimization methods. Background, theory, and examples are provided. Coverage includes Lagrange multipliers for equality constrained optimization with a Cobb-Douglass example from Information Science. We also provide Karush-Kuhn-Tucker for inequality constrained optimization and a production example for smart phones with inequalities. An overview and discussion of numerical methods and techniques is also provided. We also provide a brief list of technology available to assist in solving these constrained nonlinear optimization problems.[1]

Schools Promoting ‘information Science & Technology’ (ist) Domain: Towards Community, Business & Society With Contemporary Worldwide Trend and Emerging Potentialities, the Law and other Social Sciences

iSchool or I-School or Information School is one of the important names in the present age. It is treated as oxygen for several organizations, Institutions and sectors such as Health, Government, Academia, business and commerce for solid and sophisticated Information and Technological Solution. Owing to the extreme importance of information, several academic units around the world have established Information Schools (I-Schools) on the line of IT schools or B- schools. I-Schools are academic units which work for professional and academic solution of Information and Technologies. Information Schools are responsible for providing manpower in the field of Information and Technologies and Computing with the focus of Information. Information Schools are abbreviated as I-School and many schools and departments are make a consortium and designated as Information School.[1]

Resources

Notes and References

Prantosh Paul, Dipak Chatterjee, “iSchools promoting ‘Information Science & Technology’ (IST) domain: towards Community, Business & Society with contemporary worldwide trend and emerging potentialities” (Encyclopedia of Information Science and Technology, 4th Edition, Information Resources Management Association, 2018)

Resources

Notes and References

William P. Fox, “Constrained Nonlinear Optimization in Information Science” (Encyclopedia of Information Science and Technology, 4th Edition, Information Resources Management Association, 2018)

Hierarchical Display of Information science

Science > Natural and applied sciences > Applied sciences
Education And Communications > Information and information processing > Information processing
Education And Communications > Information and information processing > Information
Education And Communications > Documentation > Information service
Education And Communications > Information technology and data processing > Computer systems > Computer applications
Education And Communications > Information and information processing > Information policy
Education And Communications > Documentation > Documentation
Education And Communications > Information and information processing > Information > Information profession