Economic Man and Woman Model for Decision Makers:
Fully informed about all options and outcomes
Sensitive to distinctions among choices
Fully rational in decision-making
Principle:
Human actions aim for pleasure and avoid pain
Emphasis on subjective utility and probability in judgments
Satisficing:
Satisficing occurs when individuals choose a satisfactory option rather than the optimal one, typically to save time or effort, especially when the optimal option is unknown or too costly to find. For example, if you're short on time and need a new pair of shoes, you might choose the first pair that meets your basic needs (e.g., comfortable, in your size, reasonably priced) instead of spending hours comparing every available shoe.
Procedure:
Focus on one aspect of each alternative individually without comparison
Example: Choosing a partner by evaluating appearance first, then personality, etc.
Inferring from characteristics of specific instances about the broader population
Example: A person judges a new acquaintance to be a librarian because they are quiet and enjoy reading, despite the fact that they could also be a teacher or an engineer.
Judgments based on how easily instances come to mind relevant to a phenomenon.
Example: After seeing news reports about multiple airplane accidents, a person may overestimate the danger of flying despite statistics showing it to be one of the safest modes of transportation. This occurs because the dramatic nature of the incidents makes them more memorable, influencing perceptions of risk based on readily available information in memory.
Anchoring:
Evaluations adjusted based on specific reference points.
Example: When negotiating a salary, the initial number mentioned serves as an anchor, influencing subsequent discussions. If a candidate expects a salary of $70,000 but the employer offers $60,000, the negotiation may center around that reference point, possibly resulting in a final salary close to $65,000, rather than what might have been achieved without the anchor.
Framing:
Presentation of options influences decision-making tendencies
Preference for smaller, certain gains over larger, uncertain gains.
Example: In marketing, a product priced at $50 that offers a $10 discount (showing a price frame of $50) may seem like a greater deal compared to the same product offered at $40 with no discount. This framing can significantly affect consumer perception and choice, as people are drawn to the idea of saving money even when the end price is the same.
Illusory Correlation:
Seeing connections between unrelated events or attributes.
Example: A person may believe that individuals who own cats are more likely to be introverted. This belief persists due to observing a few introverted cat owners, despite any evidence supporting a correlation between cat ownership and introversion.
Overconfidence:
Overestimating one’s own skills and knowledge.
Example: A student might be confident that they will ace a test based on their belief in their study habits, despite not having prepared adequately. Their overconfidence leads them to underestimate the difficulty of the material.
Hindsight Bias:
The perception that one could have predicted an outcome after knowing it.
Example: After a sports game, fans often claim they "knew all along" that a particular team would lose, even if their predictions prior to the game were different. This reflects a tendency to see events as having been more predictable than they actually were.
Gambler’s Fallacy:
Belief that prior events influence the probability of future independent events.
Example: A gambler believes that after losing several bets on red in roulette, the chances of hitting red increase; however, the probability remains the same for each spin regardless of previous outcomes.
Hot Hand Fallacy:
Assuming success will continue based on previous successes.
Example: A basketball player who has made several consecutive shots thinks they are ‘hot’ and will continue to score on subsequent attempts, even though each shot is an independent event with its own probability of success.
Conjunction Fallacy:
A cognitive bias where people mistakenly judge the probability of two events occurring together (a conjunction) as more likely than one of the events occurring alone.
Example: People may incorrectly judge that the likelihood of a person being a bank teller and active in the feminist movement is greater than just being a bank teller, despite statistical laws of probability indicating the opposite.
Sunk-Cost Fallacy:
The phenomenon whereby a person is reluctant to abandon a strategy or course of action because they have invested heavily in it, even when it is clear that abandonment would be more beneficial.
Example: An individual continues to watch a movie they dislike because they have already paid for the ticket, believing that the money spent justifies the time spent, rather than evaluating the time left compared to their enjoyment.
Benefits:
Collective expertise enhances resources and ideas
Group memory typically surpasses individual memory with conditions:
Small groups
Open communication
Shared mindset
Group identification
Consensus on acceptable behavior
Premature decision-making to avoid conflict within a cohesive group. Prioritizes conformity over critical thinking and objective evaluation, leading to flawed decision-making
Conditions Leading to Groupthink:
Isolated, cohesive, homogeneous groups
Lack of objective leadership
High stress levels
Closed-mindedness
Rationalization distorts reality
Suppression of dissent
Formation of mindguards
Mindguards: A group member who acts as an informational filter, consciously or subconsciously limiting the information available to the group to protect the group's cohesiveness and prevent potentially disruptive information
Illusion of invulnerability
Illusion of unanimity
Antidotes:
Encourage constructive criticism and seek impartial feedback
Conditional Reasoning:
Based on rational thought, applicable in daily situations
General to specific
Modus Ponens:
If p, then q; affirming p leads to q
If it is a dog (p), then it is an animal (q).
It is a dog (p), therefore it is an animal (q).
Modus Tollens:
If p, then q; denying q leads to not p
If it is a dog (p), then it is an animal (q).
It is not an animal (not q), therefore it is not a dog (not p).
Examples of Fallacies in Deductive Reasoning
Denying the Antecedent: A fallacy in which one concludes that if the antecedent of a conditional statement is false, then the consequent must also be false.
Example: If it is raining (p), then the ground is wet (q). It is not raining (not p), therefore the ground is not wet (not q). This is a fallacy because the ground could still be wet due to other reasons such as someone watering the garden.
Affirming the Consequent: A fallacy where one concludes that if the consequent of a conditional statement is true, then the antecedent must also be true.
Example: If it is raining (p), then the ground is wet (q). The ground is wet (q), therefore it is raining (p). This is a fallacy because the ground could be wet due to other factors, like someone spilling water.
Characteristics:
Conclusions drawn from two premises
Categorical Syllogism
All men are mortal.
Socrates is a man.
Therefore, Socrates is mortal.
Universal Affirmatives & Negatives
All birds are animals.
All crows are birds.
Therefore, all crows are animals.
Negatives:
No reptiles are mammals.
No snakes are mammals.
Therefore, no snakes are reptiles.
Particular Affirmatives & Negatives
Some dogs are friendly.
Fido is a dog.
Therefore, Fido might be friendly.
Negatives:
Some fruits are not citrus.
A banana is a fruit.
Therefore, a banana is not citrus.
Base on empiricism, valuing experience and observation
Example of Inductive Reasoning:
Noticing cleverness among math students can lead to a broad generalization about all students in math.
Observing that every swan you've seen is white, and therefore concluding that all swans are white
Cautions against conclusiveness without comprehensive observation
Basis for judgments about causation
Relationships can create illusory correlations
Methods of Inference:
Bottom-up Strategies:
Observations lead to prototypes focusing on relevant properties
Top-down Strategies:
Selectively looking for consistencies and integrating concepts
To navigate variability in environments and predict events, reducing uncertainty.