Judgment & Classical Decision Theory
Classical decision theory assumes you're a perfect decision-maker:
You know all the options
You understand every outcome
You're fully rational
This is called the Model of Economic Man and Woman — it's ideal, but not realistic.
Subjective Expected Utility Theory:
We make decisions to maximize pleasure and avoid pain.
We estimate how good (utility) and how likely (probability) an outcome is based on our own judgment.
Heuristics (Mental Shortcuts) & Biases
Because we can’t analyze everything, we use mental shortcuts called heuristics.
Heuristics:
Satisficing: Stop searching once a "good enough" option is found.
Representativeness Heuristic: Judging based on similarity to a stereotype.
Availability Heuristic: Judging based on how easily we remember examples.
Anchoring: Being influenced by initial information (anchor).
Framing: Decision influenced by how options are presented.
Bias
Illusory Correlation: Seeing relationships that don't exist.
Overconfidence: Overestimating our abilities or knowledge.
Hindsight Bias: Believing we "knew it all along" after seeing the outcome.
Fallacies
Gambler’s Fallacy: Thinking past losses make future wins more likely.
Hot Hand Fallacy: Thinking a winning streak will continue.
Conjunction Fallacy: Believing a combination of events is more likely than a single one.
Sunk-Cost Fallacy: Continuing a bad investment because of past investments.
Group Decision Making
Benefits:
More ideas and memory resources
Combining expertise of members
Risks: Groupthink
Occurs when a group avoids conflict and seeks consensus too quickly.
Symptoms:
Closed-mindedness
Rationalization (distorting facts)
Squelching dissent
Mindguards (protecting the group from outside opinions)
Feeling invulnerable (overconfidence in being right)
Feeling unanimous (assuming everyone agrees)
Antidotes: Encourage criticism, use impartial leadership, invite outside input.
Reasoning
Deductive Reasoning (General to Specific) (topdown)
Conditional Reasoning:
If p, then q
p → therefore q (Modus ponens)
not q → therefore not p (Modus tollens)
Syllogisms:
All psychologists are pianists.
All pianists are athletes.
Therefore, all psychologists are athletes.
Note: Valid logic doesn't always mean the conclusion is true in real life.
Inductive Reasoning (Specific to General) (bottomup)
Based on observations and examples, we generalize.
Example: If all math students you've met are smart, you might assume all math students are smart (but this isn't certain).
Types:
Causal inferences: Judging cause and effect.
Categorical inferences: Group-based conclusions.
Analogical reasoning: Drawing parallels from one case to another.
Why Use Inductive Reasoning?
Helps deal with uncertainty
Allows us to predict events