Inicio > Sociedad y ciencias sociales > Educación pedagogía > Statistical Theories of Mental Test Scores (PB)
Statistical Theories of Mental Test Scores (PB)

Statistical Theories of Mental Test Scores (PB)

 

99,61 €
IVA incluido
Disponible
Editorial:
Emerald Publishing Ltd
Año de edición:
2008
Materia
Educación pedagogía
ISBN:
9781593119348
99,61 €
IVA incluido
Disponible

Selecciona una librería:

  • Librería Samer Atenea
  • Librería Aciertas (Toledo)
  • Kálamo Books
  • Librería Perelló (Valencia)
  • Librería Elías (Asturias)
  • Donde los libros
  • Librería Kolima (Madrid)
  • Librería Proteo (Málaga)

This is a reprint of the orginal book released in 1968. Our primary goal in this book is to sharpen the skill, sophistication, and in- tuition of the reader in the interpretation of mental test data, and in the construction and use of mental tests both as instruments of psychological theory and as tools in the practical problems of selection, evaluation, and guidance. We seek to do this by exposing the reader to some psychologically meaningful statistical theories of mental test scores.Although this book is organized in terms of test-score theories and models, the practical applications and limitations of each model studied receive substantial emphasis, and these discussions are presented in as nontechnical a manner as we have found possible. Since this book catalogues a host of test theory models and formulas, it may serve as a reference handbook. Also, for a limited group of specialists, this book aims to provide a more rigorous foundation for further theoretical research than has heretofore been available.One aim of this book is to present statements of the assumptions, together with derivations of the implications, of a selected group of statistical models that the authors believe to be useful as guides in the practices of test construction and utilization. With few exceptions we have given a complete proof for each major result presented in the book. In many cases these proofs are simpler, more complete, and more illuminating than those originally offered. When we have omitted proofs or parts of proofs, we have generally provided a reference containing the omitted argument. We have left some proofs as exercises for the reader, but only when the general method of proof has already been demonstrated. At times we have proved only special cases of more generally stated theorems, when the general proof affords no additional insight into the problem and yet is substantially more complex mathematically.

Artículos relacionados

  • Beekeeping At The End Of The Earth
    Mark David Leech
    Beekeeping at the End of the Earth, an essential read for learning about beekeeping in a cool temperate climate with a focus on Tasmania our island home.  One hundred beekeepers one hundred different ways to keep bees.Beekeeping At The End Of The Earth is a practical insight into cool climate beekeeping with a focus on Tasmania, our island home.Richly illustrated with unique di...
    Disponible

    45,16 €

  • Be the One for Kids
    Ryan Sheehy
    One person can make a difference.That person can be you. “I want to show others that one person can make the difference in a child’s life. I want all educators, parents, coaches, and everyone in between to know they have power to Be the One for Kids.” —Ryan Sheehy If you ever feel like you’re all alone or think that no one gets you, just imagine how your students feel. Kids wan...
    Disponible

    27,99 €

  • Handbook of Research on E-Learning Standards and Interoperability
    As the e-learning industry continues to expand and the methods and tools necessary to create and maintain content and infrastructure applications become more complicated, there is an inherent need for these applications to interoperate and exchange data in order to better support the needs of learners and educators. Handbook of Research on E-Learning Standards and Interoperabil...
  • Teaching in the Knowledge Society
    Antonio Cartelli
    ...
  • Enhancing Learning Through Human Computer Interaction
    Elspeth McKay
    ...
  • Learning Objects for Instruction
    Pamela Taylor Northrup
    ...