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100%: James Coleman: Mathematics of Collective Action (ISBN: 9781351479714) Taylor And Francis, in Englisch.
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Symbolbild
The Mathematics of Collective Action (1973)
EN HC USISBN: 9780202302584 bzw. 020230258X, in Englisch, Aldine Pub Co, gebundenes Buch, gebraucht.
Lieferung aus: Vereinigte Staaten von Amerika, Shipping costs to: USA.
Von Händler/Antiquariat, The Book Escape.
Aldine Pub Co, 1973 DJ and covers have mild edgewear. 0.5 inch tear on top near spine. Pages of text are clean, lightly toned and free of markings. Binding is secure.***We ship daily. Our books are carefully described and packaged in boxes (not envelopes). A gift card and personalized message can be included upon request.***. Hard Cover. Good/Good. 9 x 5.50.
Von Händler/Antiquariat, The Book Escape.
Aldine Pub Co, 1973 DJ and covers have mild edgewear. 0.5 inch tear on top near spine. Pages of text are clean, lightly toned and free of markings. Binding is secure.***We ship daily. Our books are carefully described and packaged in boxes (not envelopes). A gift card and personalized message can be included upon request.***. Hard Cover. Good/Good. 9 x 5.50.
2
The mathematics of collective action (Methodological perspectives) (1973)
EN HC USISBN: 9780202302584 bzw. 020230258X, in Englisch, 191 Seiten, Aldine Pub. Co, gebundenes Buch, gebraucht.
Lieferung aus: Vereinigte Staaten von Amerika, Usually ships in 1-2 business days.
Von Händler/Antiquariat, the_book_escape.
Philosophers, social scientists, and laymen have used two perspectives in analyzing social action. One sees man's action as the result of causal forces, and the other sees action as purposive and goal directed. Mathematical treatment of social action has shown this same dichotomy. Some models of behavior describe a causal process, in which there is no place for intention or purpose. Most stochastic models of behavior, whether individual or group, are like this. Another body of work, however, employs purpose, anticipation of some future state, and action designed to maximize the proximity to some goal. Classical microeconomic theory, statistical decision theory, and game theory exemplify this direction. This book examines these two directions of work, and makes original contributions to the second. An introductory chapter outlines these two bodies of work, and casts them in a common frame, to display their similarities and differences. Chapter 2 reviews at length recent work in stochastic processes that makes up the first body of work, which sees social action as the resultant of causal forces. The remaining chapters develop a mathematical framework for the study of systems of social action using a purposive theoretical base. These chapters are designed particularly to contribute to the study of collective decisions, a form of social action that has proved particularly challenging to theoretical analysis. First published in 1973, this became a significant work both in problem solving and in the future career of the author. It is of continuing importance to researchers and students interested in statistical analysis., Hardcover, Edition: [1st U.S. ed.], Label: Aldine Pub. Co, Aldine Pub. Co, Product group: Book, Published: 1973, Studio: Aldine Pub. Co, Sales rank: 1723180.
Von Händler/Antiquariat, the_book_escape.
Philosophers, social scientists, and laymen have used two perspectives in analyzing social action. One sees man's action as the result of causal forces, and the other sees action as purposive and goal directed. Mathematical treatment of social action has shown this same dichotomy. Some models of behavior describe a causal process, in which there is no place for intention or purpose. Most stochastic models of behavior, whether individual or group, are like this. Another body of work, however, employs purpose, anticipation of some future state, and action designed to maximize the proximity to some goal. Classical microeconomic theory, statistical decision theory, and game theory exemplify this direction. This book examines these two directions of work, and makes original contributions to the second. An introductory chapter outlines these two bodies of work, and casts them in a common frame, to display their similarities and differences. Chapter 2 reviews at length recent work in stochastic processes that makes up the first body of work, which sees social action as the resultant of causal forces. The remaining chapters develop a mathematical framework for the study of systems of social action using a purposive theoretical base. These chapters are designed particularly to contribute to the study of collective decisions, a form of social action that has proved particularly challenging to theoretical analysis. First published in 1973, this became a significant work both in problem solving and in the future career of the author. It is of continuing importance to researchers and students interested in statistical analysis., Hardcover, Edition: [1st U.S. ed.], Label: Aldine Pub. Co, Aldine Pub. Co, Product group: Book, Published: 1973, Studio: Aldine Pub. Co, Sales rank: 1723180.
3
Symbolbild
Mathematics of Collective Action (1973)
EN HC USISBN: 9780435821852 bzw. 0435821857, in Englisch, Heinemann Educational Books, gebundenes Buch, gebraucht.
Von Händler/Antiquariat, Anybook Ltd. [312675], Lincoln, United Kingdom.
This is an ex-library book and may have the usual library/used-book markings inside. Rebound by library.This book has hardback covers. In fair condition, suitable as a study copy. No dust jacket.
This is an ex-library book and may have the usual library/used-book markings inside. Rebound by library.This book has hardback covers. In fair condition, suitable as a study copy. No dust jacket.
4
The Mathematics of Collective Action
EN NWISBN: 9780202307909 bzw. 0202307905, in Englisch, Transaction Publishers, neu.
Lieferung aus: Kanada, In Stock, plus shipping.
James S. Coleman, Books, Business and Finance, Economics, Theory of Economics, The Mathematics of Collective Action, Philosophers, social scientists, and laymen have used two perspectives in analyzing social action. One sees man's action as the result of causal forces, and the other sees action as purposive and goal directed. Mathematical treatment of social action has shown this same dichotomy. Some models of behavior describe a causal process, in which there is no place for intention or purpose. Most stochastic models of behavior, whether individual or group, are like this. Another body of work, however, employs purpose, anticipation of some future state, and action designed to maximize the proximity to some goal. Classical microeconomic theory, statistical decision theory, and game theory exemplify this direction.This book examines these two directions of work, and makes original contributions to the second. An introductory chapter outlines these two bodies of work, and casts them in a common frame, to display their similarities and differences. Chapter 2 reviews at length recent work in stochastic processes that makes up the first body of work, which sees social action as the resultant of causal forces. The remaining chapters develop a mathematical framework for the study of systems of social action using a purposive theoretical base. These chapters are designed particularly to contribute to the study of collective decisions, a form of social action that has proved particularly challenging to theoretical analysis. First published in 1973, this became a significant work both in problem solving and in the future career of the author. It is of continuing importance to researchers and students interested in statistical analysis.
James S. Coleman, Books, Business and Finance, Economics, Theory of Economics, The Mathematics of Collective Action, Philosophers, social scientists, and laymen have used two perspectives in analyzing social action. One sees man's action as the result of causal forces, and the other sees action as purposive and goal directed. Mathematical treatment of social action has shown this same dichotomy. Some models of behavior describe a causal process, in which there is no place for intention or purpose. Most stochastic models of behavior, whether individual or group, are like this. Another body of work, however, employs purpose, anticipation of some future state, and action designed to maximize the proximity to some goal. Classical microeconomic theory, statistical decision theory, and game theory exemplify this direction.This book examines these two directions of work, and makes original contributions to the second. An introductory chapter outlines these two bodies of work, and casts them in a common frame, to display their similarities and differences. Chapter 2 reviews at length recent work in stochastic processes that makes up the first body of work, which sees social action as the resultant of causal forces. The remaining chapters develop a mathematical framework for the study of systems of social action using a purposive theoretical base. These chapters are designed particularly to contribute to the study of collective decisions, a form of social action that has proved particularly challenging to theoretical analysis. First published in 1973, this became a significant work both in problem solving and in the future career of the author. It is of continuing importance to researchers and students interested in statistical analysis.
5
Mathematics of Collective Action
EN NWISBN: 9781351479714 bzw. 1351479717, in Englisch, Taylor And Francis, neu.
Lieferung aus: Deutschland, Free shipping.
Mathematics of Collective Action: Philosophers, social scientists, and laymen have used two perspectives in analyzing social action. One sees man`s action as the result of causal forces, and the other sees action as purposive and goal directed. Mathematical treatment of social action has shown this same dichotomy. Some models of behavior describe a causal process, in which there is no place for intention or purpose. Most stochastic models of behavior, whether individual or group, are like this. Another body of work, however, employs purpose, anticipation of some future state, and action designed to maximize the proximity to some goal. Classical microeconomic theory, statistical decision theory, and game theory exemplify this direction.This book examines these two directions of work, and makes original contributions to the second. An introductory chapter outlines these two bodies of work, and casts them in a common frame, to display their similarities and differences. Chapter 2 reviews at length recent work in stochastic processes that makes up the first body of work, which sees social action as the resultant of causal forces. The remaining chapters develop a mathematical framework for the study of systems of social action using a purposive theoretical base. These chapters are designed particularly to contribute to the study of collective decisions, a form of social action that has proved particularly challenging to theoretical analysis. First published in 1973, this became a significant work both in problem solving and in the future career of the author. It is of continuing importance to researchers and students interested in statistical analysis. Englisch, Ebook.
Mathematics of Collective Action: Philosophers, social scientists, and laymen have used two perspectives in analyzing social action. One sees man`s action as the result of causal forces, and the other sees action as purposive and goal directed. Mathematical treatment of social action has shown this same dichotomy. Some models of behavior describe a causal process, in which there is no place for intention or purpose. Most stochastic models of behavior, whether individual or group, are like this. Another body of work, however, employs purpose, anticipation of some future state, and action designed to maximize the proximity to some goal. Classical microeconomic theory, statistical decision theory, and game theory exemplify this direction.This book examines these two directions of work, and makes original contributions to the second. An introductory chapter outlines these two bodies of work, and casts them in a common frame, to display their similarities and differences. Chapter 2 reviews at length recent work in stochastic processes that makes up the first body of work, which sees social action as the resultant of causal forces. The remaining chapters develop a mathematical framework for the study of systems of social action using a purposive theoretical base. These chapters are designed particularly to contribute to the study of collective decisions, a form of social action that has proved particularly challenging to theoretical analysis. First published in 1973, this became a significant work both in problem solving and in the future career of the author. It is of continuing importance to researchers and students interested in statistical analysis. Englisch, Ebook.
6
Symbolbild
Mathematics of Collective Action (1973)
EN HCISBN: 9780435821852 bzw. 0435821857, in Englisch, Heinemann Educational Books, gebundenes Buch.
Lieferung aus: Vereinigtes Königreich Großbritannien und Nordirland, Versandkosten nach: USA.
Von Händler/Antiquariat, Anybook Ltd.
Heinemann Educational Books, 1973. This is an ex-library book and may have the usual library/used-book markings inside. Rebound by library.This book has hardback covers. In fair condition, suitable as a study copy. No dust jacket.
Von Händler/Antiquariat, Anybook Ltd.
Heinemann Educational Books, 1973. This is an ex-library book and may have the usual library/used-book markings inside. Rebound by library.This book has hardback covers. In fair condition, suitable as a study copy. No dust jacket.
7
Mathematics of Collective Action (1973)
EN HC USISBN: 9780435821852 bzw. 0435821857, in Englisch, 200 Seiten, Heinemann Educational Books, gebundenes Buch, gebraucht.
Lieferung aus: Vereinigte Staaten von Amerika, Usually ships in 1-2 business days.
Von Händler/Antiquariat, anybookltduk.
Philosophers, social scientists, and laymen have used two perspectives in analyzing social action. One sees man's action as the result of causal forces, and the other sees action as purposive and goal directed. Mathematical treatment of social action has shown this same dichotomy. Some models of behavior describe a causal process, in which there is no place for intention or purpose. Most stochastic models of behavior, whether individual or group, are like this. Another body of work, however, employs purpose, anticipation of some future state, and action designed to maximize the proximity to some goal. Classical microeconomic theory, statistical decision theory, and game theory exemplify this direction. This book examines these two directions of work, and makes original contributions to the second. An introductory chapter outlines these two bodies of work, and casts them in a common frame, to display their similarities and differences. Chapter 2 reviews at length recent work in stochastic processes that makes up the first body of work, which sees social action as the resultant of causal forces. The remaining chapters develop a mathematical framework for the study of systems of social action using a purposive theoretical base. These chapters are designed particularly to contribute to the study of collective decisions, a form of social action that has proved particularly challenging to theoretical analysis. First published in 1973, this became a significant work both in problem solving and in the future career of the author. It is of continuing importance to researchers and students interested in statistical analysis., Hardcover, Label: Heinemann Educational Books, Heinemann Educational Books, Produktgruppe: Book, Publiziert: 1973-09-24, Studio: Heinemann Educational Books, Verkaufsrang: 13732476.
Von Händler/Antiquariat, anybookltduk.
Philosophers, social scientists, and laymen have used two perspectives in analyzing social action. One sees man's action as the result of causal forces, and the other sees action as purposive and goal directed. Mathematical treatment of social action has shown this same dichotomy. Some models of behavior describe a causal process, in which there is no place for intention or purpose. Most stochastic models of behavior, whether individual or group, are like this. Another body of work, however, employs purpose, anticipation of some future state, and action designed to maximize the proximity to some goal. Classical microeconomic theory, statistical decision theory, and game theory exemplify this direction. This book examines these two directions of work, and makes original contributions to the second. An introductory chapter outlines these two bodies of work, and casts them in a common frame, to display their similarities and differences. Chapter 2 reviews at length recent work in stochastic processes that makes up the first body of work, which sees social action as the resultant of causal forces. The remaining chapters develop a mathematical framework for the study of systems of social action using a purposive theoretical base. These chapters are designed particularly to contribute to the study of collective decisions, a form of social action that has proved particularly challenging to theoretical analysis. First published in 1973, this became a significant work both in problem solving and in the future career of the author. It is of continuing importance to researchers and students interested in statistical analysis., Hardcover, Label: Heinemann Educational Books, Heinemann Educational Books, Produktgruppe: Book, Publiziert: 1973-09-24, Studio: Heinemann Educational Books, Verkaufsrang: 13732476.
8
The Mathematics of Collective Action
EN NWISBN: 9780202307909 bzw. 0202307905, in Englisch, Aldine; Aldine Atherton, neu.
Lieferung aus: Vereinigtes Königreich Großbritannien und Nordirland, in-stock.
Philosophers, social scientists, and laymen have used two perspectives in analyzing social action. One sees man's action as the result of causal forces, and the other sees action as purposive and goal directed. Mathematical treatment of social action has shown this same dichotomy. Some models of behavior describe a causal process, in which there is no place for intention or purpose. Most stochastic models of behavior, whether individual or group, are like this. Another body of work, however, employs purpose, anticipation of some future state, and action designed to maximize the proximity to some goal. Classical microeconomic theory, statistical decision theory, and game theory exemplify this direction. This book examines these two directions of work, and makes original contributions to the second. An introductory chapter outlines these two bodies of work, and casts them in a common frame, to display their similarities and differences. Chapter 2 reviews at length recent work in stochastic processes that makes up the first body of work, which sees social action as the resultant of causal forces. The remaining chapters develop a mathematical framework for the study of systems of social action using a purposive theoretical base. These chapters are designed particularly to contribute to the study of collective decisions, a form of social action that has proved particularly challenging to theoretical analysis. First published in 1973, this became a significant work both in problem solving and in the future career of the author. It is of continuing importance to researchers and students interested in statistical analysis. James Coleman was University Professor in Sociology at the University of Chicago, and director of its National Opinion Research Center. His work on educational opportunity-the Coleman Report of 1966- and subsequent work on white flight and Catholic schooling were of considerable significance in policymaking. "His research has.
Philosophers, social scientists, and laymen have used two perspectives in analyzing social action. One sees man's action as the result of causal forces, and the other sees action as purposive and goal directed. Mathematical treatment of social action has shown this same dichotomy. Some models of behavior describe a causal process, in which there is no place for intention or purpose. Most stochastic models of behavior, whether individual or group, are like this. Another body of work, however, employs purpose, anticipation of some future state, and action designed to maximize the proximity to some goal. Classical microeconomic theory, statistical decision theory, and game theory exemplify this direction. This book examines these two directions of work, and makes original contributions to the second. An introductory chapter outlines these two bodies of work, and casts them in a common frame, to display their similarities and differences. Chapter 2 reviews at length recent work in stochastic processes that makes up the first body of work, which sees social action as the resultant of causal forces. The remaining chapters develop a mathematical framework for the study of systems of social action using a purposive theoretical base. These chapters are designed particularly to contribute to the study of collective decisions, a form of social action that has proved particularly challenging to theoretical analysis. First published in 1973, this became a significant work both in problem solving and in the future career of the author. It is of continuing importance to researchers and students interested in statistical analysis. James Coleman was University Professor in Sociology at the University of Chicago, and director of its National Opinion Research Center. His work on educational opportunity-the Coleman Report of 1966- and subsequent work on white flight and Catholic schooling were of considerable significance in policymaking. "His research has.
9
Symbolbild
The mathematics of collective action (Methodological perspectives)
EN USISBN: 9780202302584 bzw. 020230258X, in Englisch, Aldine Pub. Co, gebraucht.
Lieferung aus: Vereinigte Staaten von Amerika, free shipping to: USA.
Von Händler/Antiquariat, Better World Books.
Aldine Pub. Co. Used - Acceptable. Ships from Reno, NV. Former Library book. Shows definite wear, and perhaps considerable marking on inside. 100% Money Back Guarantee. Shipped to over one million happy customers. Your purchase benefits world literacy!
Von Händler/Antiquariat, Better World Books.
Aldine Pub. Co. Used - Acceptable. Ships from Reno, NV. Former Library book. Shows definite wear, and perhaps considerable marking on inside. 100% Money Back Guarantee. Shipped to over one million happy customers. Your purchase benefits world literacy!
10
Symbolbild
Mathematics of Collective Action (1973)
EN HCISBN: 9780435821852 bzw. 0435821857, in Englisch, Heinemann Educational Books, gebundenes Buch.
Lieferung aus: Vereinigtes Königreich Großbritannien und Nordirland, Versandkosten nach: USA.
Von Händler/Antiquariat, Anybook Ltd.
Heinemann Educational Books, 1973. This is an ex-library book and may have the usual library/used-book markings inside.This book has hardback covers. In fair condition, suitable as a study copy.
Von Händler/Antiquariat, Anybook Ltd.
Heinemann Educational Books, 1973. This is an ex-library book and may have the usual library/used-book markings inside.This book has hardback covers. In fair condition, suitable as a study copy.
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