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Memory

Psychology (BA/B.Sc) · Foundations · free study notes for exams, placements and interviews

In short

Memory is the set of processes by which the nervous system encodes, stores and retrieves information, letting past experience change present behaviour. It is the core topic of a Foundations/General Psychology paper and appears in every psychology entrance test (CUET-PG, UGC-NET Psychology Paper II, DU/JNU/TISS entrances) through multi-store models, Baddeley's working memory, forgetting theories and the serial position curve. Applied psychologists use it in learning design, clinical assessment (memory scales in dementia and head-injury work), human-factors design and legal settings where eyewitness reliability is at stake. In placement rounds for HR, L&D, UX research, market research and EdTech content roles, candidates are asked to translate memory findings into training design, survey wording or interface design.

Explained

Definition, basic processes and types of measure

The multi-store (Atkinson-Shiffrin, 1968) model

Working memory (Baddeley & Hitch, 1974; four-component version 2000)

Levels of processing and encoding factors

Organisation of long-term memory

Forgetting

Improving memory - techniques examined

Key points

Formulas and examples

Savings (%) = [(Original trials − Relearning trials) / Original trials] × 100
Symbols: trials = number of repetitions (or time) needed to reach a criterion of perfect recitation.
Ebbinghaus retention: R = e−t/S
R = proportion retained, t = time since learning (same unit as S), S = relative strength/stability of the trace.
Percentage recall = (items correctly recalled / items presented) × 100
Recognition corrected for guessing: P(corrected) = (H − F) / (1 − F)
H = hit rate (proportion of old items called "old"), F = false-alarm rate (proportion of new items called "old"); both are proportions, not percentages.
d′ (sensitivity) = z(H) − z(F)
z(·) = standard-normal deviate of the proportion; d′ = 0 means no discrimination, d′ ≈ 1 moderate, d′ > 2 strong.

Example 1 - savings method. A student needs 24 trials to recite a 20-syllable list perfectly. After 48 hours she relearns it in 9 trials.

Example 2 - Ebbinghaus decay equation. A trace has S = 20 hours. Retention after 1 h, 9 h and 24 h:

Example 3 - chunking and span. A 12-digit code 9 1 4 7 2 0 3 8 5 6 1 2 is presented.

Example 4 - recognition corrected for guessing and d′. In a word-recognition test, 40 old and 40 new words are presented. The participant says "old" to 34 old words and 8 new words.

Example 5 - serial position curve. Twenty words are read aloud once; free recall across 30 participants gives these mean recall percentages by position:

PositionsMean recallEffectExplanation
1-468%PrimacyMore rehearsal, transferred to LTM
5-841%-Middle items lose on both counts
9-1233%TroughMaximum interference, little rehearsal
13-1645%-Partial recency
17-2074%RecencyStill held in STM at test

Comparison table - the three stores:

FeatureSensory memoryShort-term / working memoryLong-term memory
CapacityVery large, all incoming7 ± 2 chunks (≈4 controlled)Effectively unlimited
Duration0.25-0.5 s iconic; 2-4 s echoic15-30 s without rehearsalMinutes to a lifetime
CodingLiteral, modality-specificMainly acoustic/phonologicalMainly semantic
Loss byDecay, maskingDecay + displacementInterference, cue failure
AwarenessPre-attentiveConscious, manipulableMostly unconscious until retrieved
Key evidenceSperling partial reportBrown-Peterson, digit spanH.M., savings, semantic priming
ComparisonRetroactive interferenceProactive interference
DirectionNew learning impairs recall of oldOld learning impairs recall of new
DesignLearn A → Learn B → Recall ALearn A → Learn B → Recall B
ExampleNew phone number blocks the old oneOld password keeps coming to mind
Reduced bySleep/rest after learning, distinctivenessChanging category (release from PI), spacing

Where it is used

Interview questions

Common mistakes

Related topics

Learning · Sensation and perception · Biological bases of behaviour · Intelligence · Schools of psychology · Cognitive processes: thinking and problem solving

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