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Definition
a process of influence for the directing of behavior toward the accomplishment of objectives
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a person who influences individuals and groups (usually within an organization), helping them establish goals and guiding them toward achievement of those goals
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Leaders are effective when followers |
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- achieve their goals
- function well together
- are adaptable
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Definition
Leadership:
•Focus on the future
•Create change
•Create culture
•Establish emotional link with followers
•Use personal power
Management:
•Focus on present
•Maintain status quo
•Implement policies and procedures
•Remain aloof to maintain objectivity
•Use positional power
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Definition
a group of individuals engaged in collective work that requires joint effort and generates positive synergy
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the tools and techniques used in the production process… inputs to outputs
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links humans with each other and with the technical system…how work is divided and coordinated |
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Socio-Technical Systems (STS) Theory |
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an approach to complex organizational work design that recognizes the interaction between people and technology in workplaces |
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Process and Performance Models |
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Input -> Process -> Output Models |
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Term
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Definition
Focus: Commands
Type of Power: Position/Authority
Subordinate Response: Acting out of fear
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Definition
Focus: Rewards
Type of Power: Reward
Subordinate Response: Calculative Compliance
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Definition
Focus: Vision
Type of Power: Relational/Inspirational
Subordinate Response: Emotional Commitment
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Term
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Definition
Focus: Self-Leaders
Type of Power: Shared
Subordinate Response: Commitment Based on Ownership
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•Task
•Interdependence
•Autonomy
•Context
•Composition
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Definition
advice, production, project, action |
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Definition
the amount of interaction required for team members to complete their work tasks
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Definition
Self-Leading Teams - get to control why and what they are doing Self-Managing Teams - get to control how they do the task Externally Managed Teams - hierarchy is established
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Definition
rewards systems, organizational structures, educational processes, team goal setting |
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types of team compensation |
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Definition
incentive pay, recognition, profit sharing, gain sharing |
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team performance appraisal |
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Definition
peer evaluations, 360 evaluations |
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Term
team goal (and two types) |
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Definition
the end toward which effort is directed
Types:
- overall goal shared by team members
- individual goals held by team members
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Term
Individual Difference Framework |
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Term
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Definition
stable and unique pattern of traits, characteristics, and behaviors that gives an individual his or her identity |
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Term
factors of nature vs nurture |
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Definition
heredity/biological factors, environmental factors, situational factors |
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Term
Myers-Briggs Type Indicator |
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Definition
Extraversion vs Introversion
Intuitive vs Sensing
Thinking vs Feeling
Judging vs Perceiving |
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Term
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Definition
all individual differences (traits and characteristics) are encoded in language |
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Term
The Big-Five Model of Personality |
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Definition
Extraversion
Agreeableness
Conscientiousness
Neuroticism
Openness to Experience |
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Definition
personality of an individual that is ambitious, aggressive, business-like, controlling, highly competitive, impatient, preoccupied with his or her status, time-conscious, and tightly-wound |
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Definition
personality that is generally patient, relaxed, easy-going, and at times lacking an overriding sense of urgency |
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a theory in personality psychology referring to the extent to which individuals believe that they can control events that affect them |
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Definition
a theory that deals with the phenomena of expressive controls. Human beings generally differ in substantial ways in their abilities and desires to engage in expressive controls |
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Definition
a person's tendency to deceive and manipulate other people for their personal gain |
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Definition
a psychological attribute that indicates how people explain to themselves why they experience a particular event, either positive or negative (pessimists and optimists) |
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Definition
believe bad events last a long time, undermine everything they do, and are their own fault |
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Definition
view defeat as a brief setback, causes are confined to one case, is not their fault |
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Term
implicit leadership theories/leadership prototypes |
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Definition
- people use their implicit theories and prototypes to judge whether or not a given individual is a leader
- if target individual is perceived to fit the leadership prototype, then the individual is likely to be viewed as a leader
- common leadership prototype traits: intelligence, dominance, gender role, generalized self-efficacy, self-monitoring, emotional intelligence, conscientiousness, emotional stability, and extraversion
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Term
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Definition
mixture of individual inputs and skills included in a team |
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team composition: effects of team size |
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Definition
more members result in more resources but greater coordination problems (ideal size = 4 to 7) |
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Definition
behaviors focus on accomplishing work goals |
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Definition
behaviors that structure relationships and fulfill social and emotional needs of members |
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Term
task input characteristics |
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Definition
specific KSAs (knowledge, skills, ability)
self-leadership skills |
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Term
socioemotional input characteristics |
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Definition
conflict resolution skills
collaborative problem solving skills
communication skills
communication networking skills
personality traits (extroversion, agreeableness, and emotional stability) |
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Term
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Definition
positive social relationships among team members
similarity effects - the psychological nearness or proximity of two mental representations
attraction-selection-attrition hypothesis - people are attracted to similar interest, people select people who are similar, and people will leave environments that they don't fit |
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Term
team diversity (pros and cons) |
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Definition
- too much homogeneity could be bad
- diversity may lead to greater creativity
- a balance must be maintained between similarity and diversity
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Definition
the capacity to influence |
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Term
sources of power for leaders |
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Definition
- legitimate
- coercive
- reward
- expert
- referent
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Definition
One reacts to this type of power out of fear of the negative results that might occur if one failed to comply |
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Definition
People comply because doing so produces benefits |
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Definition
represents the power a person receives as a result of his or her position in the formal hierarchy of an organization |
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Definition
influence wielded as a result of experience, special skill, or knowledge |
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Definition
is based on identification with a person who has desirable resources or admirable personal traits |
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Definition
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Definition
resonance: the ability to enhance and magnify performance through harmonious interaction
dissonance: tension and disharmonious discussion and decision making |
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Term
open loop nature of the limbic system |
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Definition
our emotional centers depend largely on external sources to manage itself |
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Term
Tuckman's Stages of Team Development |
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Definition
- forming (uncertainty)
- storming (conflict)
- norming (cohesiveness)
- performing (functionality)
- adjourning (disbanding)
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Term
Team Socialization Process |
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Definition
- anticipation (expectations)
- accommodation (involvement)
- acceptance (bonding)
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Term
Gersick's Time and Transition Model |
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Definition
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Steiner's Process Losses Model |
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Definition
Potential Group Effectiveness + Process Gains - Process Losses = Actual Group Effectiveness |
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Term
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Definition
- Reason
- Friendliness
- Coalition
- Bargaining
- Assertiveness
- Higher Authority
- Sanctions
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Term
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Definition
- External Supervisor
- External Facilitator
- Internally Elected Leader
- Internal Rotating Leadership
- Shared Leadership
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Effect of Leadership on Teams |
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Definition
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Term
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Definition
the appropriate leader behavior is the behavior that best fits the constraints of a specific situation |
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Term
Fiedler Contingency Model |
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Definition
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Term
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Definition
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Term
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Definition
interplay among of task behavior, relationship behavior, and readiness (ability and willingness) |
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Term
Situational leadership model |
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Definition
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Term
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Definition
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Term
Leader-Member Exchange (LMX) Theory |
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Definition
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Term
Leadership Substitutes: Follower Characteristics |
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Definition
experience and training substitute for leader structuring
professionalism substitutes for leader consideration and structuring
lack of value for goals neutralizes leader consideration and structuring |
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Term
Leadership Substitutes: Task Characteristics |
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Definition
unambiguous tasks substitute for leader structuring
direct feedback from the task substitutes for leader consideration and structuring
challenging task substitutes for leader consideration |
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Term
Leadership Substitutes: Organizational Characteristics |
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Definition
a cohensive team substitutes for leader consideration and structuring
leader's lack of power neutralizes leader consideration and structuring
standardization and formalization substitute for leade structuring
organizational rigidity neutralizes leader structuring
physical distance neutralizes leader consideration and structuring |
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Term
Elements of the cognitive resource theory |
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Definition
the leader's intelligence and experience
contingency factor: level of stress (interpersonal conflict and concerns about performance) |
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Term
Cognitive Resource Theory's Implications For Managers |
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Definition
intelligence is useful only if directive
intelligence is an asset during low stress, but detracts or has no impact during high stress
experience is more useful during high stress, intelligence helps more during low stress |
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Term
Elements of the Normative Decision Model |
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Definition
the leader's decision-making style is autocratic, consultative, and group/delegation
contingencys factors are quality of the decision, acceptance of subordinates |
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Term
Contingency Factors in the Normative Decision Model |
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Definition
- quality requirements
- commitment requirements
- leader information
- employee conflict
- subordinates information
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Term
Normative Decision Model's Implications for Managers |
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Definition
leaders must understand the situation and how to use different decision styles
participation is not always desirable
leaders must pay attention to their followers' needs and reactions when making decisions |
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Term
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Definition
- self-confidence
- advocate and communicate a vision
- strong convictions
- extraordinary behavior
- viewed as change agents
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Term
Transformational Leadership |
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Definition
- charisma (innate ability)
- inspiration
- intellectual stimulation
- individualized consideration (engage with individual relationships)
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Term
Sources of Resistance to Change |
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Definition
- costs
- self-interest/fear of loss
- uncertainty/fear of the unknown
- breaking routines
- differing goals/assessments
- lack of understanding and trust
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Term
Reducing Resistance to Change |
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Definition
- education and communication
- participation
- negotiation
- manipulation
- coercion
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Term
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Definition
- establish a sense of urgency
- create a guiding coalition
- develop and communicate a visions and strategy
- empower for action
- generate visible
- measurable wins early
- consolidate gains to produce more change
- align the organization with the change
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Term
Aligning the Organization with the Change |
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Definition
- structures
- staffing
- systems
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Term
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Definition
Traditional View: conflict must be avoided because it indicates a malfunction in the group
Human Relations View: conflict is a natural, inevitable outcome in any group
Interactionist View: It encourages conflict on the grounds that a harmonious, peaceful, tranquil, cooperative group is likely to become static and apathetic |
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Term
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Definition
four stage process:
- potential opposition
- personalization and cognition
- behavior
- outcomes
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Term
When is conflict most beneficial? |
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Definition
low to moderate levels
creative, unprogrammed, or novel situations |
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Term
Types of Team Interdependence |
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Definition
•Reciprocal interdependence – every member works back and forth on task at the same time
•Sequential interdependence – each member works on a portion of the task one at a time
•Pooled interdependence – each member works independently and combines
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