rao m bhaskar (20 risultati)

Condizione: New. pp. [ix] + ii + [ii] + 203 Figures, Illus. (Col.).

Condizione: New. pp. [ix] + ii + [ii] + 203 Index 2nd Edition.

Condizione: New. pp. [ix] + ii + [ii] + 203, Abbreviations Acknowledgements.

Condizione: New. pp. ix + 357 Illus. (Chiefly Col.).

Condizione: New. pp. ix + 357 1st Edition.

Condizione: New. pp. x + 286.

Condizione: New. pp. ix + 357.

Soft cover. Condizione: As New. 2nd Edition. Contents: Preface. 1. Introduction. 2. Historical survey. 3. Anatomy of Guda. 4. Etymology & definition. 5. Aetiopathogenesis. 6. Types. 7. Signs &symptoms. 8. Diagnostic procedure. 9. Management of Arsas. 10. Proctology & other specialities. 11. Drug review. 12. Recent research trends. 13. Conclusion. 14. Colour guide. 15. Glossary. 16. References. 17. Abbreviations. 18. Index. "The present book on Piles (Arsas) gives an overview of the disease in its clinical and therapeutic approaches elucidated in Ayurveda."No. 26677 204 pp.

Condizione: New. pp. xliii + 404.

Condizione: New. pp. xliii + 404 1st Edition.

Condizione: New. pp. xliii + 404.

Soft cover. Condizione: New. ISBN:9788170307389 N.A.

Soft cover. Condizione: New. Contents 1 Linear Systems 2 Eigen values and Eigen vectors 3 Linear Transformations 4 Quadratic forms 5 Fourier Series 6 Partial differential equations 7 Solution of partial differential equations 8 Fourier TransformsThis book has been specially written for the second year students of engineering colleges affiliated to various Technical UniversitiesThe subject matter has been presented in detail in a simple form with clarity so as to enable students of varied background to understand the subject with little effort An attempt has been made to explain the theory through illustrations diagrams and examples for understanding the concepts involved keeping in mind the different levels of intelligence of studentsSalient FeaturesA good number of solved examples along with a large number of graded problems in the exercises are provided under each topic and as well at the end of each chapter for practiceA set of objective type questions are given in the last pages of the chapters for the convenience of students preparing for the examinationsA summary of important formulae and working rules for solving problems is given at the end of most of the chaptersNumber of solved questions of previous years are added after each chapter 638 pp.

pbk. tables, figs (illustratore). Contents 1 Special Functions I 2 Special Functions II 3 Functions of a Complex Variable 4 Complex Integration 5 Complex Power Series 6 Contour Integration 7 Conformal Mapping 8 Elementary Graph TheoryThis book has been specially written for the third year students of engineering colleges affiliated to various Technical UniversitiesThe subject matter has been presented in detail in a simple form with clarity so as to enable students of varied background to understand the subject with little effort An attempt has been made to explain the theory through illustrations diagrams and examples for understanding the concepts involved keeping in mind the different levels of intelligence of studentsSalient FeaturesA good number of solved examples along with a large number of graded problems in the exercises are provided under each topic and as well at the end of each chapter for practiceA set of objective type questions are given in the last pages of the chapters for the convenience of students preparing for the examinationsA summary of important formulae and working rules for solving problems is given at the end of most of the chaptersNumber of solved questions of previous years are added after each chapter 640 pp.

Paperback. Condizione: As New. Second Edition. Contents Preface. 1. Ordinary differential equations of first order and first degree. 2. Linear differential equations with constant coefficients. 3. Mean value theorems and functions of several variables. 4. Curvature and curve tracing. 5. Application of integration to areas lengths volumes and surface areas. 6. Sequences and series. 7. Vector differentiation. 8. Laplace transforms. In view of receiving overwhelming response to the first edition of Engineering Mathematics I second edition of the book is necessitated with changes as per new syllabi of various technical universities. The subject matter has been presented in a simple and detailed manner with clarity so as to enable students of varied background to understand the concepts involved with less effort through illustrations diagrams and examples keeping in mind the different levels of intelligence. The topics (a) mean value theorem (b) curvature (c) curve tracing and (d) differential equations are thoroughly revised and additional solved examples are provided. Salient Features A good number of solved examples are added to those already given in our first edition in each chapter. A large number of questions selected from various university question papers are worked out at the end of each chapter. A set of objective type questions are given for the convenience of students preparing for competitive examinations like GATE. 662 pp.

Soft cover. Condizione: New. 1st Edition. This book has been specially written for the first year students of engineering colleges affiliated to JNTU Hyderabad and it entirely covers the new 200910 syllabus. The subject matter has been presented in detail, in a simple form with clarity so as to enable students of varied background to understand the subject with little effort. An attempt has been made to explain the theory through illustrations, diagrams and examples for understanding the concepts involved keeping in mind the different levels of intelligence of students. Salient features A good number of solved examples along with a large number of graded problems in the exercises are provided under each topic and as well at the end of each chapter for practice A set of objective type questions are given in the last pages of the chapters for the convenience of students preparing for the examinations. Contents 1. Solution for Linear Systems 2. Eigen Values and Eigen Vectors and their Applications 3. Linear Transformations 4. Solution of Non-Linear Systems 5. Curve Fitting & Numerical Integration 6. Numerical Solutions of Initial Value Problems in Ordinary Differential Equations 7. Fourier Series 8. Partial Differential Equations.

Hardbound. Condizione: As New. New. Contents Preface and acknowledgements. Introduction/D. Venkateswarlu M. Hanumantha Rao and S. Bhaskar. Globalization and technology and the state reconfiguring of urban space in India (Key note address)/E. Hari Babu. I. Urban process 1. Migrants and their characteristics a study in Tirupati (Andhra Pradesh)/D. Venkateswarlu and G. Choodamani. 2. Revitalizing local democratic governance a study of urban administration in Tirupati/M.A. Hussain. II. Gender problems in urban society 3. Urbanization policy an evaluation from a gender perspective/D.B. Krishna Kumari. 4. Women and housing impact of urbanization constraints and suggestions/G. Sandhya Rani and B. Suguna. 5. Women workers in Davanagere Textile Mills some critical challenges to development/H.S. Krupalini. 6. Urban women councillors and decision making process a study of women members of urban local bodies Bellary District/Ch. Uma Mohan and H.B. Jalajakshi. 7. Place of birth why urban women still prefer home deliveries/M.S.R. Murthy. 8. Urbanization and health status of educated urban working women/Radha Murugesan and V. Jaisee Geetha. 9. Traffic congestion and women's problems a case study of Tirupati Town/D. Padmavathi. 10. Gender violence Indian scenario/P. Vasantha Kumari and K. Sudha Rani. 11. Urbanization gender based violence in Andhra Pradesh/B. Ratna Kumari. 12. Domestic violence a silent crime against women and the role of family counselling centres/B. Suguna and G. Sandhya Rani. III. Urban problems in India (a) General problems 13. Urban problems in Pune and Hyderabad solution and strategies for action to eradicate them/A. Ramanamma Jitendra Kumar Gond and Debjani Pal Chowdhuri. 14. Urban environmental pollution/R. Shankar and M. Thamilarasan. 15. Environmental pollution threat to life/I. Sobha and M.S.N. Reddy. 16. Urban transport and environmental pollution in India reasons and mitigation strategies/N. Ramulu T. Vijaya Kumar and D. Sammaiah. 17. Traffic problems in cities a study of Hyderabad City/M.V. Lakshmi Devi. 18. Health awareness in urban conglomerates a blue print for strategies/Y. Bhaskaracharyulu. 19. Health problems in the backward region of Telangana a study/T. Ramesh. (b) Slums 20. A study of women's position in the slums of Tirupati/K. Surekha Rao and G. Narmada. 21. Primary schooling among the urban poor perspectives from a study of a slum in Metropolitan Delhi/S. Sreenivasa Rao. 22. Role of literacy in creating awareness among slum dwellers/D. Uma Devi and P. Adinarayana Reddy. 23. Slum related problems and programmes in India/I. Subramanyam and B.V. Muralidhar. 24. Resettlement and rehabilitation of slum dwellers in Chennai City suggested strategies and approaches/A. Karuppaiah and K.N. Vijayanthi. 25. Health in slums a case study of Indira Nagar slum in Tirupati Town/K. Sreenivasa Rao and A. Srinivasu. (c) Urban Anomie 26. A profile of crime and violence in Indian mega cities/K. Radhakrishna Murthy and D. Raja Kumar. 27. Suicides in Rayalaseema a sociological analysis/Amarnath R. Das and R.V.K. Naidu. 28. Human rights violation among sex workers in Tirupati a case study analysis/K. Sreenivasa Rao and K. Subramanyam. 29. Family disorganization and dissolution (some case studies from Tirupati Andhra Pradesh)/K. Rani. (d) Street Children and child workers 30. Street children easy to get out but hard to get in/G. Stanley Jayakumar V. Reddeppa Naidu S. Bhaskar and G. Janakiram. 31. Street children their attitudes and habits/Y. Antony Raj. 32. Street children a struggle for survival/I.V. Lalitha Kumari. 33. Child workers in urban centres a study/A.V. Narasimha Raju. IV. Urban development 34. Lagging in urban development a historical perspective of Thanjavur an ancient town in Tamil Nadu/R. Elango and S. Ramachandran. 35. Community best practices in rain water harvesting for drinking water a field inquiry in Aizwal city of Mizoram/P. Sivaram. 36. Prison work programmes and rehabilitation plans and programmes of convicts a contradiction/Madhu Sudan.

Soft cover. Condizione: New. Contents 1 Sequence and Series 2 Functions of Single Variables 3 Application of Functions of Single Variables 4 Integration and Its Applications 5 Differential Equations of First Order and their Applications 6 Higher Order Linear Differential Equations and their Applications 7 Laplace Transforms 8 Vector CalculusThis book has been specially written for the first year students of engineering colleges affiliated to various technical UniversitiesThe subject matter has been presented in detail in a simple form with clarity so as to enable students of varied background to understand the subject with little effort An attempt has been made to explain the theory through illustrations diagrams and examples for understanding the concepts involved keeping in mind the different levels of intelligence of studentsSalient featuresA good number of solved examples along with a large number of graded problems in the exercises are provided under each topic and as well at the end of each chapter for practiceA set of objective type questions are given in the last pages of the chapters for the convenience of students preparing for the examinationsA summary of important formulae and working rules for solving problems is given at the end of most of the chaptersNumber of solved questions of previous years are added after each chapter 1022 pp.

Hardbound. Condizione: As New. New. Contents Preface. 1. Special functions. 2. Functions of a complex variable. 3. Elements functions. 4. Complex integration. 5. Infinite series Taylor's and Laurent's series. 6. Calculus or residues. 7. Argument principle and Rouche's Theorem. 8. Conformal 526 pp.

Hardbound. Condizione: As New. Second Edition. Contents Preface. 1. Ordinary differential equations of first order and first degree. 2. Linear differential equations with constant coefficients and Laplace transforms. 3. Mean value theorems and functions of several variables. 4. Curvature and curve tra 660 pp.