Abstract
In this study, we use a series of computational models to investigate an information processing perspective on organizational control use. We evaluate and compare the information processing capabilities of various formal and informal control configurations under different information uncertainty conditions. We find that a wide range of formal controls can be used to direct subordinates performing interdependent tasks while a more narrow range of informal controls are most effective for directing subordinates who perform complex tasks. Results of this study provide a basis for formalizing an information processing perspective on organizational control implementation that differs but is complementary to the current emphasis on agency in organizational control research.


Similar content being viewed by others
Explore related subjects
Discover the latest articles, news and stories from top researchers in related subjects.Notes
This is generally consistent with the approach used by Long et al. (2002). We concluded that five production runs would be sufficient as the standard deviations of five production runs were very small when compared to the overall project cost for each run.
Agents’ decisions are set at a default level where there exists 50 % probability that they work on activities which currently maintain the “highest priority” in their in-tray. In addition, they maintain a 20 % probability of working on activities that first appeared in their in-tray and a 20 % probability of selecting activities that last appeared in their in-trays. 10 % of their activities are randomly selected.
References
Burton RM (2003) Computational laboratories for organization science: questions, validity, and docking. Comput Math Organ Theory 9:91–108
Cardinal LB (2001) Technological innovation in the pharmaceutical industry: managing research and development using input, behavior, and output controls. Organ Sci 12:19–36
Cardinal L, Sitkin S, Long C (2004) Balancing and rebalancing in the creation and evolution of organizational control. Organ Sci 15:411–431
Cardinal L, Turner S, Fern M, Burton R (2011) Organizing product development across technological environments: performance trade-offs and priorities. Organ Sci 22:1000–1025
Choudhury V, Sabherwal R (2003) Portfolios of control in outsourced software development projects. Inf Syst Res 14:291–314
Cohen MD, March JG, Olsen JP (1972) A garbage can model of organizational choice. Adm Sci Q 17:1–25
Daft R, Lengel RH (1984) Information richness: a new approach to manager information processing and organization design. In: Staw B, Cummings LL (eds) Research in organizational behavior. JAI Press, Greenwich
Daft R, Lengel RH (1986) Organizational information requirements, media richness and structural design. Manag Sci 32:554–571
Davis JP, Eisenhardt KM, Bingham CB (2007) Developing theory through simulation methods. Acad Manag Rev 32:480–499
Eisenhardt K (1985) Control: organizational and economic approaches. Manag Sci 31:134–149
Eisenhardt K (1989) Agency theory: an assessment and review. Acad of Manag Rev 31:57–74
Fayol H (1949) General and industrial management (Storrs C, trans). Pitman, London
Galbraith JR (1973) Designing complex organizations. Addison-Wesley, Reading
Galbraith JR (1977) Organization design. Addison-Wesley, Reading
Galbraith JR (2012) The future of organization design. J Organ Design 1:3–6
Ghoshal S, Moran P (1996) Bad for practice: a critique of the transaction cost theory. Acad Manag Rev 1:13–47
Hagel J III, Brown JS (2007) The only sustainable edge: why business strategy depends on productive friction and dynamic specialization. Harvard Business School Press, Boston
Harrison J, Carroll G (1991) Keeping the faith: a model of cultural transmission in formal organizations. Adm Sci Q 36:552–582
Harrison JR, Zhiang L, Carroll GR, Carley KM (2007) Simulation modeling in organizational and management research. Acad Manag Rev 32:1229–1245
Huber G, McDaniel RR (1986) The decision-making paradigm of organization design. Manag Sci 32:572–589
Jin Y, Levitt R (1996) The virtual design team: a computational model of project organizations. Comput Math Organ Theory 2:171–196
Kirsch L (1996) The management of complex tasks in organizations: controlling the systems development process. Organ Sci 7:1–21
Kirsch L (1997) Portfolios of control modes and IS project management. Inf Syst Res 8:215–239
Kirsch L (2004) Deploying common systems globally: the dynamics of control. Inf Syst Res 15:374–395
Leifer R, Mills PK (1996) An information processing approach for deciding upon control strategies and reducing control loss in emerging organizations. J of Manag 22:113–137
Levinthal D (1988) A survey of agency models of organizations. J Econ Behav Organ 9:153–155
Levitt RE, Cohen GP, Kunz JC, Nass CL, Christiansen T, Jin Y (1994) The “virtual design team”: simulating how organization structure and information processing tools affect team performance. In: Carley KM, Prietula MJ (eds) Computational organization theory. Lawrence Erlbaum Associates, Hillsdale
Levitt R, Thomsen J, Christiansen TR, Kunz JC, Yan J, Nass C (1999) Simulating project work processes and organizations: towards a micro contingency theory of organizational design. Manag Sci 45:1479–1495
Long CP (2010) Control to cooperation: examining the role of managerial authority in portfolios of managerial actions. In: Sitkin SB, Cardinal LB, Bijlsma-Frankema K (eds) Organizational control. Cambridge University Press, Cambridge, pp 365–395
Long C, Burton RM, Cardinal LB (2002) Three controls are better than one: a computational model of complex control systems. Comput Math Organ Theory 8:197–220
Lubatkin M, Lane PJ, Collin S, Very P (2007) An embeddedness framing of governance and opportunism: towards a cross-nationally accommodating theory of agency. J Organ Behav 28:43–58
Makhija MV, Ganesh U (1997) Control and partner learning in learning-related joint ventures. Organ Sci 8:508–527
March JG (1991) Exploration and exploitation in organizational learning. Organ Sci 2:71–87
Oliver C (1998) Critical theory perspectives on control. Adm Sci Q 43:257–292
Ouchi W (1977) The relationship between organizational structure and organizational control. Adm Sci Q 22:95–113
Ouchi W (1979) A conceptual framework for the design of organizational control mechanisms. Manag Sci 25:833–848
Ouchi W (1980) Markets, bureaucracies, and clans. Adm Sci Q 25:129–141
Perrow C (1965) Hospitals technology, structure and goals. In: March JG (ed) Handbook of organizations. Rand-McNally, Chicago
Simons R (1995) Levers of control: how managers use innovative control contexts to drive strategic renewal. Harvard Business School Press, Boston
Snell S (1992) Control theory in strategic human resource management: the mediating effect of administrative information. Acad Manag J 35:292–327
Snell S, Youndt M (1995) Human resource management and firm performance: testing a contingency model of executive controls. J Manag 21:711–737
Thompson JD (1967) Organization in action: social science bases of administrative theory. McGraw-Hill, New York
Turner K, Makhija MV (2006) The role of organizational controls in managing knowledge. Acad Manag Rev 31:198–217
Tushman ML (1978) Technical communication in R&D laboratories: the impact of project work characteristics. Acad Manag J 21:624–645
Tushman ML, Nadler DA (1978) Information processing as an integrating concept in organization design. Acad Manag Rev 3:613–624
Van de Ven AH, Delgecq AL, Koenig R (1976) A task contingent model of work-unit structure. Adm Sci Q 19:322–338
Van Maanen J, Schein E (1979) Toward a theory of organizational socialization. In: Staw B, Cummings L (eds) Research in organizational behavior. JAI Press, Greenwich
VITE’ Handbook (1998) Vite’ Corporation
Author information
Authors and Affiliations
Corresponding author
Appendix
Appendix
This appendix provides an overview of the VITE’ program
1.1 EC. 1. Overview
The commercial software version 2.2 of the Vite’Project (also VITE’) discrete event computational model is comprised of an agent-based computational modeling platform. Within the parameters specified by the modeler, boundedly-rational computational agents stochastically perform tasks and make decisions while communicating and coordinating their work on projects containing other boundedly-rational computational agents.
According to Levitt et al. (1999, p. 1483), VITE’ “models the total information-processing capacity of an organization as the aggregate information-processing capacities of its nodes, modified by the efficiency of the communication network-comprised of vertical relationships defined by the formal structure, and emergent lateral relationships driven by activity interdependencies—that connects the nodes. The simulator computes the total information-processing load on the organization from the project requirements for direct work and coordination (i.e., control) work. Organizational performance is determined by how closely the organization’s capacity to handle information aligns with the load that it is presented.” The “load” that Levitt et al. (1999) describe refers to the overall amount of information processing effort that agents working on a project within an computational organization collectively produce.
While others have described the core components of the VITE’s computational modeling platform in detail (Jin and Levitt 1996; Levitt et al. 1994, 1999), below we briefly describe the three basic components of the VITE platform: agents, tasks, and the organizational structure.
1.2 EC. 1.1. Agents
Agents within VITE’ work on “projects” consisting of linked tasks. How they perform project tasks is determined stochastically by their behavioral matrix which is developed from information processing principles. Consistency between components of agents’ behavioral matrices and actual human behavior have been tested and verified using both empirical research and extant organizational practice (Levitt et al. 1999). A computational agent’s behavioral matrix specifies their capacity to process and exchange the information necessary to complete their assigned tasks.
1.3 EC. 1.2. Tasks
Agents perform work by stochastically transferring activities from their computationally generated “in-tray” (i.e., work to do) to their “out-tray” (i.e., completed work). How quickly that transfer occurs depends on how efficiently agents can process information related to their own tasks (i.e., production work) and interdependent tasks performed by other agents (i.e., coordination work). The priority the organization places on particular activities as well as the order in which those activities stochastically arrive in an agent’s in-tray determines what activities an agent addresses at any particular point in time.Footnote 2
To facilitate the effective completion of their tasks, individual agents may also exchange two important categories of information with other agents in the project. First, agents stochastically issue ad-hoc information requests to other agents who perform interdependent tasks. The purpose of these information exchanges is to coordinate and ensure that agents performing interdependent tasks make compatible choices in their respective activities. Second, agents often request that agents pursuing interdependent tasks “rework” failed outputs of task efforts. This most often happens when agents “downstream” in the production process, identify stochastically generated problems or “failures” with the products generated by “upstream” agents.
How efficiently individual agents exchange information with each other is a crucial component of an overall project. This is because when an individual agent submits a request for information or requests that other agents “rework” task products, the agent making the request will suspend work on their task and “wait” for their request to be answered. Each time that an agent waits for their information requests to be answered, the overall project is delayed, thereby compromising how efficiently the organization process information.
1.4 EC. 1.3 Organizational structure
How efficiently agents exchange information within a project is dependent both on agents’ behavioral matrices (described above) and the design of the organization within which agents perform work. Agents within a project are connected to each other within a hierarchy and assigned one of three roles in a decision-making hierarchy: (in order of descending authority) project managers, team managers, or team members. An agent’s hierarchical position determines the types of decisions they make and the amount of information they are required to process (Levitt et al. 1994; Jin and Levitt 1996).
The way in which information is transferred between agents is further determined by VITE’s four “organization” parameters: centralization, formalization, team experience, and matrix strength.
Centralization determines the level of the organizational hierarchy where decisions on “reworking” activity failures occur. In projects with higher centralization, agents higher in the organization (i.e., hierarchy) make rework decisions while in projects with lower centralization (i.e., decentralization), agents who perform tasks tend to make decisions on handling task failures.
Formalization describes the frequency with which agents transmit information requests to other agents. When formalization is high, agents focus on their particular functional duties and make fewer information requests of other agents. When formalization is low, agents seek to collaborate more and initiate a higher number of information requests of other agents.
Matrix strength specifies how often agents respond to the information requests of other agents. When matrix strength is low, agents focus primarily on their individual tasks and respond less readily to other agents’ requests for information. Agents in organizations with higher matrix strength are more collaborative and respond more to other agents’ information requests.
Team experience reflects the total amount of project-related experience that a team possesses. Agents possessing higher levels of team experience work more efficiently because they are familiar with each other and the demands of a particular project.
1.5 EC. 1.4. Project outcomes
Each run of the simulation calculates the collective agent-based information processing effort needed (in thousands of dollars) to generate a specified number production units. This cost is generated based on the collective amount of time it takes all the agents in a particular project organization to process the information necessary to complete their task work.
Rights and permissions
About this article
Cite this article
Long, C.P., Sitkin, S.B., Cardinal, L.B. et al. How controls influence organizational information processing: insights from a computational modeling investigation. Comput Math Organ Theory 21, 406–436 (2015). https://doi.org/10.1007/s10588-015-9191-z
Published:
Issue Date:
DOI: https://doi.org/10.1007/s10588-015-9191-z