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Choice behavior and reward structure. (English) Zbl 0137.14402

Full Text: DOI
[1] Anderson, N. H.: Comments on Professor estes’ paper. Categories of human learning (1963)
[2] Anderson, T. W.; Goodman, L. A.: Statistical inference about Markov chains. Ann. math. Statist 28, 89-110 (1957) · Zbl 0087.14905
[3] Atkinson, R. C.: The use of models in experimental psychology. Synthese 12, 162-171 (1960)
[4] Atkinson, R. C.: A generalization of stimulus sampling theory. Psychometrika 26, 281-290 (1961)
[5] Atkinson, R. C.: The observing response in discrimination learning. J. exp. Psychol 62, 253-262 (1961)
[6] Atkinson, R. C.: Choice behavior and monetary payoff: strong and weak conditioning. Mathematical methods in small group processes, 23-34 (1962)
[7] Atkinson, R. C.; Estes, W. K.: Stimulus sampling theory. Handbook of mathematical psychology 2, 121-268 (1963)
[8] Bower, G. H.: Choice-point behavior. Studies in mathematical learning theory, 109-124 (1959)
[9] Bush, R. R.; Mosteller, F.: Stochastic models for learning. (1955) · Zbl 0064.39002
[10] Calfee, R.: Extended training under probabilistic reinforcement schedules with rats. Ph. D. Thesis (1963)
[11] Cole, M.: Search behavior: A correction procedure for three-choice probability learning. Ph.d. thesis (1962)
[12] Cotton, J. W.; Rechschaffen, A.: Replication reports: two and three choice verbal conditioning phenomena. J. exp. Psychol 56, 96 (1958)
[13] Edwards, W.: Reward probability, amount, and information as determiners of sequential two-alternative decisions. J. exp. Psychol 52, 177-188 (1956)
[14] Estes, W. K.: Toward a statistical theory of learning. Psychol. rev 57, 94-107 (1950)
[15] Estes, W. K.: Component and pattern models with Markovian interpretations. Studies in mathematical learning theory (1959)
[16] Estes, W. K.: A random-walk model for choice behavior. Mathematical methods in the social sciences (1960) · Zbl 0101.36501
[17] Estes, W. K.: Theoretical treatments of differential reward in multiplechoice learning and two-person interactions. Mathematical models in small group processes (1962)
[18] Friedman, M. P.; Burke, C. J.; Cole, M.; Estes, W. K.; Keller, L.; Millward, R. B.: Two-choice behavior under extended training with shifting probabilities of reinforcement. Studies in mathematical psychology (1963)
[19] Gardner, R. A.: Probability-learning with two and three choices. Amer. J. Psychol 70, 174-185 (1957)
[20] Katz, L.: Monetary incentive and range of payoffs as determiners of risk-taking. J. exp. Psychol 64, 541-544 (1962)
[21] Katz, L. Manipulation of payoff parameters in a two-choice situation. J. exp. Psychol., in press.
[22] La`berge, D.: A model with neutral elements. Studies in mathematical learning theory (1959)
[23] Luce, R. D.: Individual choice behavior. (1960) · Zbl 0093.31708
[24] Myers, J. L.; Fort, J. G.: A sequential analysis of gambling behavior. Paper presented at meeting of psychonomic society (1962)
[25] Myers, J. L.; Katz, L.: Range of payoffs and feedback in risk taking. Psychol. rep 10, 483-486 (1962)
[26] Myers, J. L.; Sadler, E.: Effects of range of payoffs as a variable in risk taking. J. exp. Psychol 60, 306-309 (1960)
[27] Myers, J. L.; Fort, J. G.; Katz, L.; Suydam, M. M.: Supplementary report: differential monetary gains and losses and event probabilities in a two-choice situation. J. exp. Psychol (1963)
[28] Royden, H. L.; Suppes, P.; Walsh, K.: A model for the experimental measurement of the utility of gambling. Behav. sci 4, 11-18 (1959)
[29] Savage, L. J.: The theory of statistical decision. J. amer. Statist. assoc 48, 238-248 (1957)
[30] Siegel, S.: Theoretical models of choice and strategy behavior-stable state behavior in the two-choice uncertain outcome situation. Psychometrika 24, 203-216 (1959)
[31] Simon, H. A.: A comparison of game theory and learning theory. Psychometrika 21, 267-272 (1956) · Zbl 0070.15303
[32] Suppes, P.; Atkinson, R. C.: Markov learning models for multiperson interactions. (1960) · Zbl 0091.16203