Piaget's theory of cognitive development
Piaget's theory of cognitive development is a comprehensive theory about the nature and development of human intelligence, first developed by Jean Piaget. It is primarily known as a developmental stage theory, but in fact, it deals with the nature of knowledge itself and how humans come gradually to acquire, construct, and use it. To Piaget, cognitive development was a progressive reorganization of mental processes as a result of biological maturation and environmental experience. Children construct an understanding of the world around them, then experience discrepancies between what they already know and what they discover in their environment. Moreover, Piaget claims the idea that cognitive development is at the center of human organism and language is contingent on cognitive development. Below, there is first a short description of Piaget's views about the nature of intelligence and then a description of the stages through which it develops until maturity. "However, research has shown that not all persons in all cultures reach formal operations, and most people do not use formal operations in all aspects of their lives."
- 1 Nature of intelligence: operative and figurative intelligence
- 1.1 Assimilation and accommodation
- 1.2 Sensorimotor stage
- 1.3 Pre-operational stage
- 1.4 Concrete operational stage
- 1.5 Formal operational stage
- 1.6 The stages and causation
- 2 Practical applications
- 3 Postulated physical mechanisms underlying "schemes" and stages
- 4 Relation to psychometric theories of intelligence
- 5 Challenges to Piagetian stage theory
- 6 Post-Piagetian and Neo-Piagetian stages
- 7 See also
- 8 References
- 9 External links
Nature of intelligence: operative and figurative intelligence
Piaget believed that reality is a dynamic system of continuous change, and as such is defined in reference to the two conditions that define dynamic systems. Specifically, he argued that reality involves transformations and states. Transformations refer to all manners of changes that a thing or person can undergo. States refer to the conditions or the appearances in which things or persons can be found between transformations. For example, there might be changes in shape or form (for instance, liquids are reshaped as they are transferred from one vessel to another, humans change in their characteristics as they grow older), in size (e.g., a series of coins on a table might be placed close to each other or far apart) in placement or location in space and time (e.g., various objects or persons might be found at one place at one time and at a different place at another time). Thus, Piaget argued, that if human intelligence is to be adaptive, it must have functions to represent both the transformational and the static aspects of reality. He proposed that operative intelligence is responsible for the representation and manipulation of the dynamic or transformational aspects of reality and that figurative intelligence is responsible for the representation of the static aspects of reality.
Operative intelligence is the active aspect of intelligence. It involves all actions, overt or covert, undertaken in order to follow, recover, or anticipate the transformations of the objects or persons of interest. Figurative intelligence is the more or less static aspect of intelligence, involving all means of representation used to retain in mind the states (i.e., successive forms, shapes, or locations) that intervene between transformations. That is, it involves perception, imitation, mental imagery, drawing, and language. Therefore, the figurative aspects of intelligence derive their meaning from the operative aspects of intelligence, because states cannot exist independently of the transformations that interconnect them. Piaget believed that the figurative or the representational aspects of intelligence are subservient to its operative and dynamic aspects, and therefore, that understanding essentially derives from the operative aspect of intelligence.
At any time, operative intelligence frames how the world is understood and it changes if understanding is not successful. Piaget believed that this process of understanding and change involves two basic functions: Assimilation and accommodation.
Assimilation and accommodation
Through studying the field of education Piaget focused on accommodation and assimilation. Assimilation, one of two processes coined by Jean Piaget, describes how humans perceive and adapt to new information. It is the process of taking one’s environment and new information and fitting it into pre-existing cognitive schemas. Assimilation occurs when humans are faced with new or unfamiliar information and refer to previously learned information in order to make sense of it. Unlike assimilation, accommodation is the process of taking new information in one's environment and altering pre-existing schemas in order to fit in the new information. Through a series of stages, Piaget explains the ways in which characteristics are constructed that lead to specific types of thinking; this chart is called Cognitive Development. To Piaget, assimilation is integrating external elements into structures of lives or environments or those we could have through experience. It is through assimilation that accommodation is derived. Accommodation is imperative because it is how people will continue to interpret new concepts, schemas, frameworks, etc. Assimilation is different from accommodation because of how it relates to the inner organism due to the environment. Piaget believes that the human brain has been programmed through evolution to bring equilibrium. The equilibrium is what Piaget believes ultimately influences structures because of the internal and external processes through assimilation and accommodation.
Piaget's understanding is that these two functions cannot exist without the other. To assimilate an object into an existing mental schema, one first needs to take into account or accommodate to the particularities of this object to a certain extent; for instance, to recognize (assimilate) an apple as an apple one needs first to focus (accommodate) on the contour of this object. To do this one needs to roughly recognize the size of the object. Development increases the balance or equilibration between these two functions. When in balance with each other, assimilation and accommodation generate mental schemas of the operative intelligence. When one function dominates over the other, they generate representations which belong to figurative intelligence.
The sensorimotor stage is the first of the four stages in cognitive development which "extends from birth to the acquisition of language". "In this stage, infants construct an understanding of the world by coordinating experiences (such as seeing and hearing) with physical, motoric actions. Infants gain knowledge of the world from the physical actions they perform on it. An infant progresses from reflexive, instinctual action at birth to the beginning of symbolic thought toward the end of the stage. Piaget divided the sensorimotor stage into six sub-stages": from birth until the age of two, infants have only senses: vision, hearing, and motor skills, such as grasping, sucking, and stepping.
The first stage is called the Sensorimotor stage (birth to about age 2). In this stage knowledge of the world is limited (but developing) because it’s based on physical interactions/experiences. The child learns that he is separate from his environment and that aspects of his environment continue to exist even though they may be outside the reach of his senses. Behaviors are limited to simple motor responses caused by sensory stimuli. In this stage according to Piaget, the development of object permanence is one of the most important accomplishments at the sensorimotor stage. (Object permanence is a child’s understanding that objects continue to exist even though they cannot be seen or heard).
|1 Simple Reflexes||Birth-6 weeks||"Coordination of sensation and action through reflexive behaviors". Three primary reflexes are described by Piaget: sucking of objects in the mouth, following moving or interesting objects with the eyes, and closing of the hand when an object makes contact with the palm (palmar grasp). Over the first six weeks of life, these reflexes begin to become voluntary actions; for example, the palmar reflex becomes intentional grasping.).|
|2 First habits and primary circular reactions phase||6 weeks-4 months||"Coordination of sensation and two types of schemes: habits (reflex) and primary circular reactions (reproduction of an event that initially occurred by chance). Main focus is still on the infant's body." As an example of this type of reaction, an infant might repeat the motion of passing their hand before their face. Also at this phase, passive reactions, caused by classical or operant conditioning, can begin.|
|3 Secondary circular reactions phase||4–8 months||Development of habits. "Infants become more object-oriented, moving beyond self-preoccupation; repeat actions that bring interesting or pleasurable results." This stage is associated primarily with the development of coordination between vision and prehension. Three new abilities occur at this stage: intentional grasping for a desired object, secondary circular reactions, and differentiations between ends and means. At this stage, infants will intentionally grasp the air in the direction of a desired object, often to the amusement of friends and family. Secondary circular reactions, or the repetition of an action involving an external object begin; for example, moving a switch to turn on a light repeatedly. The differentiation between means and ends also occurs. This is perhaps one of the most important stages of a child's growth as it signifies the dawn of logic.|
|4 Coordination of secondary circular reactions stages||8–12 months||"Coordination of vision and touch--hand-eye coordination; coordination of schemes and intentionality." This stage is associated primarily with the development of logic and the coordination between means and ends. This is an extremely important stage of development, holding what Piaget calls the "first proper intelligence." Also, this stage marks the beginning of goal orientation, the deliberate planning of steps to meet an objective.|
|5 Tertiary circular reactions, novelty, and curiosity||12–18 months||"Infants become intrigued by the many properties of objects and by the many things they can make happen to objects; they experiment with new behavior." This stage is associated primarily with the discovery of new means to meet goals. Piaget describes the child at this juncture as the "young scientist," conducting pseudo-experiments to discover new methods of meeting challenges.|
|6 Internalization of Schemes||18–24 months||"Infants develop the ability to use primitive symbols and form enduring mental representations." This stage is associated primarily with the beginnings of insight, or true creativity. This marks the passage into the preoperational stage.|
By the end of the sensorimotor period, objects are both separate from the self and permanent. Object permanence is the understanding that objects continue to exist even when they cannot be seen, heard, or touched. Acquiring the sense of object permanence is one of the infant's most important accomplishments, according to Piaget.
Piaget's second stage, the Pre-operational Stage, starts when the child begins to learn to speak at age 2 and lasts up until the age of 7. During the Pre-operational Stage of cognitive development, Piaget noted that children do not yet understand concrete logic and cannot mentally manipulate information. Children’s increase in playing and pretending takes place in this stage, however the child still has trouble seeing things from different points of view. The children's play is mainly categorized by symbolic play and manipulating symbols. Such play is demonstrated by the idea of checkers being snacks, pieces of paper being plates, and a box being a table. Their observations of symbols exemplifies the idea of play with the absence of the actual objects involved. By observing sequences of play, Jean Piaget was able to demonstrate that towards the end of the second year, a qualitatively new kind of psychological functioning occurs, this is known as the Pre-operational Stage.
The pre-operational stage is sparse and logically inadequate in regards to mental operations. The child is able to form stable concepts as well as magical beliefs. The child however is still not able to perform operations, which are tasks that the child can do mentally rather than physically. Thinking in this stage is still egocentric, meaning the child has difficulty taking the viewpoint of others. The Pre-operational stage is split into two substages: The symbolic function substage, and the intuitive thought substage. The symbolic function substage is when children are able to understand, represent, remember, and picture objects in their mind without having the object in front of them. The intuitive thought substage is when children tend to propose the questions of why and how come. This stage is when children want the knowledge of knowing everything.
The symbolic function substage
At about 2–4 years of age, children cannot yet manipulate and transform information in a logical way, however they now can think in images and symbols. Other examples of mental abilities are language and pretend play. Symbolic play is when children develop imaginary friends or role-play with friends. Children’s play becomes more social they assign roles to each other. Some examples of symbolic play include playing house, or having a tea party. Interestingly, the type of symbolic play children engage in is connected with their level of creativity and ability to connect with others. Additionally, quality of symbolic play can have consequences on their later development. For example, young children whose symbolic play is of a violent nature tend to exhibit less prosocial behavior and are more likely to display antisocial tendencies in later years.
In this stage, there are still limitations such as egocentrism and precausal thinking. Egocentrism occurs when a child is unable to distinguish between their own perspective and that of another person's. Children tend to stick to their own viewpoint, rather than take the view of others. Indeed, they are not even aware that such a thing as 'different viewpoints' exist. Egocentrism can be seen in an experiment performed by Piaget and Bärbel Inhelder, known as the three-mountain problem. In this experiment three views of a mountain are shown and the child is asked what a traveling doll would see at the various angles; the child will consistently describe what they can see from the position they are seated from, regardless of what angle from which they are asked to take the doll's perspective. Egocentrism would also be a child believing, "I like Sesame Street, so Daddy must like Sesame Street, too."
Similar to preoperational children's egocentric thinking is their structuring of a cause and effect relationships. Piaget coined the term precausal thinking to describe the way in which preoperational children use their own existing ideas or views, like in egocentrism, to explain cause-and-effect relationships. Three main concepts of causality as displayed by children in the preoperational stage include – animism, artificialism and transductive reasoning. Animism is the belief that inanimate objects are capable of actions and have lifelike qualities. An example could be a child believing that the sidewalk was mad and made them fall down, or that the stars twinkle in the sky because they are happy. Artificialism refers to the belief that environmental characteristics can be attributed to human actions or interventions. For example, a child might say that it is windy outside because someone is blowing very hard, or the clouds are white because someone painted them that color. Finally, precausal thinking is also categorized by transductive reasoning. Transductive reasoning is when a child fails to understand the true relationships between cause and effect. Unlike deductive or inductive reasoning (general to specific, or specific to general), transductive reasoning refers to when a child reasons from specific to specific, drawing a relationship between two separate events that are otherwise unrelated. For example if a child hears the dog bark and then a balloon popped, the child would conclude that because of the dog bark the balloon popped.
The intuitive thought substage
Occurs between about the ages of 4 and 7. Children tend to become very curious and ask many questions; begin the use of primitive reasoning. There is an emergence in the interest of reasoning and wanting to know why things are the way they are. Piaget called it the intuitive substage because children realize they have a vast amount of knowledge but they are unaware of how they acquired it. Centration, conservation, irreversibility, class inclusion and transitive inference are all characteristics of preoperative thought.
Centration is the act of focusing all attention on one characteristic or dimension of a situation, whilst disregarding all others. Conservation is the awareness that altering a substance's appearance does not change its basic properties. Children at this stage are unaware of conservation and exhibit centration. Both centration and conservation can be more easily understood once familiarized with Piaget's most famous experimental task. In this task, a child is presented with two identical beakers containing the same amount of liquid. The child usually notes that the beakers do contain the same amount of liquid. When one of the beakers is poured into a taller and thinner container, children who are younger than 7 or 8 years old typically say that the two beakers no longer contain the same amount of liquid, and that the taller container holds the larger quantity. (centration), without taking into consideration the fact that both beakers were previously noted to contain the same amount of liquid. Due to superficial changes, the child was unable to comprehend that the properties of the substances continued to remain the same (conservation). Irreversibility is also a concept developed in this stage which is closely related to the ideas of centration and conservation. Irreversibility refers to when children are unable to mentally reverse a sequence of events. In the same beaker situation, the child does not realize that if the sequence of events was reversed and the water from the tall beaker was poured back into its original beaker, then the same amount of water would exist. Another example of children's reliance on visual representations is their misunderstanding of "less than" or "more than". When two rows containing equal amounts of blocks are placed in front of a child, one row spread farther apart than the other, the child will think that the row spread farther contains more blocks.
Class inclusion refers to a kind of conceptual thinking that children in the preoperational stage cannot yet grasp. Children’s inability to focus on two aspects of a situation at once inhibits them from understanding the principle that one category or class can contain several different subcategories/classes. For example a four year old girl may be shown a picture of 8 dogs and 3 cats. The girl knows what cats and dogs are, and she is aware that they are both animals, however when asked, “Are there more dogs or animals?” she is likely to answer “more dogs”. This is due to her difficulty focusing on the two subclasses and the larger class all at the same time. She may have been able to view the dogs as dogs OR animals, but struggled when trying to classify them as both, simultaneously. Similar to this is concept relating to intuitive thought, known as transitive inference. Transitive inference is using previous knowledge to determine the missing piece, using basic logic. Children in the preoperational stage lack this logic. An example of transitive inference would be when a child is presented with the information - "a" is greater than "b" and "b" is greater than "c." This child may have difficulty here understanding that "a" is also greater than "c."
Concrete operational stage
The concrete operational stage is the third of four stages from Piaget's theory of cognitive development. This stage, which follows the preoperational stage, occurs between the ages of 7 and 11 years and is characterized by the appropriate use of logic. During this stage, a child's thought processes become more mature and "adult like." They start solving problems in a more logical fashion. Abstract, hypothetical thinking has not yet developed, and children can only solve problems that apply to concrete events or objects. Piaget determined that children are able to incorporate inductive reasoning. Inductive reasoning involves drawing inferences from observations in order to make a generalization. In contrast, children struggle with deductive reasoning, which involves using a generalized principle in order to try to predict the outcome of an event. Children in this stage commonly experience difficulties with figuring out logic in their heads. For example, a child will understand A>B and B>C, however when asked is A>C, said child might not be able to logically figure the question out in their heads.
Milestones of the concrete operational stage
- Ability to distinguish between their own thoughts and the thoughts of others. Children recognize that their thoughts and perceptions may be different from those around them.
- Increased classification skills: Children are able to classify objects by their number, mass, and weight.
- Ability to think logically about objects and events
- Ability to fluently perform mathematical problems in both addition and subtraction
The understanding that although an object’s appearance changes, it still stays the same in quantity. Redistributing an object does not affect its mass, number, or volume. For example, a child understands that when you pour a liquid into a different shaped glass, the amount of liquid stays the same.
The child now takes into account multiple aspects of a problem to solve it. For example, the child will no longer perceive an exceptionally wide but short cup to contain less than a normally wide, taller cup.
The child now understands that numbers or objects can be changed and then returned to their original state. For example, during this stage, a child understands that his or her favorite ball that deflates is not gone and can be filled with air and put back into play again. Another example would be that the child realizes that a ball of clay, once flattened, can be made into a ball of clay again.
The ability to sort objects in an order according to size, shape, or any other characteristic. For example, if given different-shaded objects they may make a color gradient.
Transitivity, which refers to the ability to mentally sort objects and recognize relationships among various things in a serial order. For example, when told to put away his books according to height, the child recognizes that he starts with placing the tallest one on one end of the bookshelf and the shortest one ends up at the other end.
The ability to name and identify sets of objects according to appearance, size or other characteristic, including the idea that one set of objects can include another. Hierarchical classification refers to the ability to sort objects into classes and subclasses based on similarities and differences among groups.
Elimination of Egocentrism
The ability to view things from another's perspective (even if they think incorrectly). For instance, show a child a comic in which Jane puts a doll under a box, leaves the room, and then Melissa moves the doll to a drawer, and Jane comes back. A child in the concrete operations stage will say that Jane will still think it's under the box even though the child knows it is in the drawer. (See also False-belief task).
Children in this stage can, however, only solve problems that apply to actual (concrete) objects or events, and not abstract concepts or hypothetical tasks. Understanding and knowing how to use full common sense has not been completely adapted yet.
Piaget determined that children in the concrete operational stage were able to incorporate inductive logic. On the other hand, children at this age have difficulty using deductive logic, which involves using a general principle to predict the outcome of a specific event.
This includes mental reversibility. An example of this is being able to reverse the order of relationships between mental categories. For example, a child might be able to recognize that his or her dog is a Labrador, that a Labrador is a dog, and that a dog is an animal, and draw conclusions from the information available, as well as apply all these processes to hypothetical situations. The abstract quality of the adolescent's thought at the formal operational level is evident in the adolescent's verbal problem solving ability. The logical quality of the adolescent's thought is when children are more likely to solve problems in a trial-and-error fashion. Adolescents begin to think more as a scientist thinks, devising plans to solve problems and systematically test opinions. They use hypothetical-deductive reasoning, which means that they develop hypotheses or best guesses, and systematically deduce, or conclude, which is the best path to follow in solving the problem. During this stage the adolescent is able to understand such things as love, "shades of gray", logical proofs and values. During this stage the young person begins to entertain possibilities for the future and is fascinated with what they can be. Adolescents are changing cognitively also by the way that they think about social matters. Adolescent Egocentrism governs the way that adolescents think about social matters and is the heightened self-consciousness in them as they are which is reflected in their sense of personal uniqueness and invincibility. Adolescent egocentrism can be dissected into two types of social thinking, imaginary audience that involves attention getting behavior, and personal fable which involves an adolescent's sense of personal uniqueness and invincibility. These two types of social thinking begin to affect a child's egocentrism in the concrete stage however carry over to the Formal operational stage when they are then face with abstract thought, and fully logical thinking.
Testing for concrete operations
Piagetian tests are well known and practiced to test for concrete operations. The most prevalent tests are those for conservation. One example of conservation is that as stated before with the different shaped glasses. There are some important aspects that the experimenter must take into account when doing their experiments with these children. One example of an experiment for testing conservation is that an experimenter will have two glasses that are the same size, fill them the same amount with liquid, which the child will acknowledge is the same. Then, the experimenter will pour the liquid from one of the small glasses into a tall, thin glass. The experimenter will then ask the child if the taller glass has more liquid, less liquid, or the same amount of liquid. The child will then give their answer. The experimenter will then ask the child why they gave that answer, or why they think that is.
- Word Choice- The phrasing that the experimenter uses may affect how the child answers. If, in the liquid and glass example, the experimenter says "Which of these glasses has more liquid?", the child may think that his thoughts of them being the same is wrong because the adult is saying that one must have more. Alternatively, if the experimenter says "Are these equal?" then the child is more likely to say that they are because the experimenter is implying that it is.
- Justification- After the child has answered the question being posed, the experimenter must ask why they said that answer. This is important because the answers they give can help the experimenter to assess the child's developmental age.
- Number of times asking- Some argue that if a child is asked if the amount of liquid in the first set of glasses is equal then, after pouring the water into the taller glass, the experimenter asks again about the amount of liquid, the children will start to doubt their original answer. They may start to think that the original levels were not equal, which will influence their second answer.
Formal operational stage
The final stage is known as Formal operational stage (adolescence and into adulthood, roughly ages 11 to approximately 15-20): Intelligence is demonstrated through the logical use of symbols related to abstract concepts. At this point, the person is capable of hypothetical and deductive reasoning. During this time, people develop the ability to think about abstract concepts.
Piaget believed that hypothetical-deductive reasoning becomes important during the formal operational stage. This type of thinking involves hypothetical situations and is often required in science and mathematics.
Abstract thought emerges during the formal operational stage. Children tend to think very concretely and specifically in earlier stages. Children begin to consider possible outcomes and consequences of actions.
Problem-solving is demonstrated when children use trial-and-error to solve problems. The ability to systematically solve a problem in a logical and methodical way emerges.
The stages and causation
Piaget sees children’s conception of causation as a march from "primitive" conceptions of cause to those of a more scientific, rigorous, and mechanical nature. These primitive concepts are characterized as supernatural, with a decidedly nonnatural or nonmechanical tone. Piaget has as his most basic assumption that babies are phenomenists. That is, their knowledge "consists of assimilating things to schemas" from their own action such that they appear, from the child’s point of view, "to have qualities which in fact stem from the organism." Consequently, these "subjective conceptions," so prevalent during Piaget’s first stage of development, are dashed upon discovering deeper empirical truths.
Piaget gives the example of a child believing the moon and stars follow him on a night walk; upon learning that such is the case for his friends, he must separate his self from the object, resulting in a theory that the moon is immobile, or moves independently of other agents.
The second stage, from around three to eight years of age, is characterized by a mix of this type of magical, animistic, or “nonnatural” conceptions of causation and mechanical or "naturalistic" causation. This conjunction of natural and nonnatural causal explanations supposedly stems from experience itself, though Piaget does not make much of an attempt to describe the nature of the differences in conception; in his interviews with children, he asked questions specifically about natural phenomena. Examples: "What makes clouds move?", "What makes the stars move?", "Why do rivers flow?", the nature of all the answers given, Piaget says, are such that these objects must perform their actions to "fulfill their obligations towards men." He calls this "moral explanation."
Parents can use Piaget's theory when deciding how to support what to buy in order to support their child's growth. Teachers can also use Piaget's theory, for instance when discussing whether the syllabus subjects are suitable for the level of students or not. For example, recent studies have shown that children in the same grade and of the same age perform differentially on tasks measuring basic addition and subtraction fluency. While children in the preoperational and concrete operational levels of cognitive development perform combined arithmetic operations (addition, subtraction) with similar accuracy, children in the concrete operational level of cognitive development have been able to perform both addition problems and subtraction problems with overall greater fluency. The ability to perform mathematical operations fluently indicates a level of skill mastery and a readiness to learn more advanced mathematical problems. Teachers who work with children in both the preoperational and the concrete operational levels of cognitive development should adopt suitable academic expectations with regard to children's cognitive developmental abilities. The need for educators to individualize and adopt appropriate academic expectations appears to be most relevant for children at the first-grade level.
Postulated physical mechanisms underlying "schemes" and stages
Piaget (1967) considered the possibility of RNA molecules as likely embodiments of his still-abstract "schemes" (which he promoted as units of action)—though he did not come to any firm conclusion. At that time, due to work such as that of Holger Hydén, RNA concentrations had indeed been shown to correlate with learning, so the idea was quite plausible.
However, by the time of Piaget's death in 1980, this notion had lost favour. One main problem was over the protein which (it was assumed) such RNA would necessarily produce, and that did not fit in with observation. It then turned out, surprisingly, that only about 3% of RNA does code for protein (Mattick, 2001, 2003, 2004).[full citation needed] Hence most of the remaining 97% (the "ncRNA") could now theoretically be available to serve as Piagetian schemes (or other regulatory roles now under investigation). The issue has not yet been resolved experimentally, but its theoretical aspects were reviewed in 2008 — then developed further from the viewpoints of Biophysics and Epistemology. Meanwhile this RNA-based approach also unexpectedly offered explanations for various other bio-mysteries, thus providing some measure of corroboration.
Relation to psychometric theories of intelligence
Piaget designed a number of tasks to verify hypotheses arising from his theory. The tasks were not intended to measure individual differences, and they have no equivalent in psychometric intelligence tests. Notwithstanding the different research traditions in which psychometric tests and Piagetian tasks were developed, the correlations between the two types of measures have been found to be consistently positive and generally moderate in magnitude. A common general factor underlies them. It has been shown that it is possible to construct a battery consisting of Piagetian tasks that is as good a measure of general intelligence as standard IQ tests.
Challenges to Piagetian stage theory
|This section needs additional citations for verification. (February 2013)|
Piagetians' accounts of development have been challenged on several grounds. First, as Piaget himself noted, development does not always progress in the smooth manner his theory seems to predict. 'Decalage', or unpredicted gaps in the developmental progression, suggest that the stage model is at best a useful approximation. Furthermore, studies have found that children may be able to learn concepts supposedly represented in more advanced stages with relative ease. More broadly, Piaget's theory is 'domain general', predicting that cognitive maturation occurs concurrently across different domains of knowledge (such as mathematics, logic, understanding of physics, of language, etc.). During the 1980s and 1990s, cognitive developmentalists were influenced by "neo-nativist" and evolutionary psychology ideas. These ideas de-emphasized domain general theories and emphasized domain specificity or modularity of mind. Modularity implies that different cognitive faculties may be largely independent of one another and thus develop according to quite different time-tables. In this vein, some cognitive developmentalists argued that rather than being domain general learners, children come equipped with domain specific theories, sometimes referred to as 'core knowledge', which allows them to break into learning within that domain. For example, even young infants appear to be sensitive to some predictable regularities in the movement and interactions of objects (e.g. that one object cannot pass through another), or in human behavior (e.g. that a hand repeatedly reaching for an object has that object, not just a particular path of motion), as its be the building block out of which more elaborate knowledge is constructed. More recent work has strongly challenged some of the basic presumptions of the 'core knowledge' school, and revised ideas of domain generality—but from a newer dynamic systems approach, not from a revised Piagetian perspective. Dynamic systems approaches harken to modern neuroscientific research that was not available to Piaget when he was constructing his theory. One important finding is that domain-specific knowledge is constructed as children develop and integrate knowledge. This suggests more of a "smooth integration" of learning and development than either Piaget, or his neo-nativist critics, had envisioned. Additionally, some psychologists, such as Vygotsky and Jerome Bruner, thought differently from Piaget, suggesting that language was more important than Piaget implied.
Post-Piagetian and Neo-Piagetian stages
|This section may require copy-editing. (November 2012)|
In recent years, several scholars attempted to address concerns with Piaget's theory by developing new theories and models that can accommodate evidence which violates Piagetian predictions and postulates. These models are summarized below.
- The neo-Piagetian theories of cognitive development, advanced by Case, Demetriou, Halford, Fischer, and Pascual-Leone, attempted to integrate Piaget's theory with cognitive and differential theories of cognitive organization and development. Their aim was to better account for the cognitive factors of development and for intra-individual and inter-individual differences in cognitive development. They suggested that development along Piaget's stages is due to increasing working memory capacity and processing efficiency. Moreover, Demetriou´s theory ascribes an important role to hypercognitive processes of self-recording, self-monitoring, and self-regulation, and it recognizes the operation of several relatively autonomous domains of thought (Demetriou, 1998; Demetriou, Mouyi, Spanoudis, 2010).
- Piaget's theory stops at the formal operational stage, but other researchers have observed that adults' thinking is more nuanced than formal operational thought generally is. This stage has been named postformal thinking. Postformal stages have been proposed. Kurt Fischer suggested two[clarification needed], and Michael Commons presented evidence for four postformal stages: systematic, metasystematic, paradigmatic, and cross-paradigmatic. (Commons & Richards, 2003; Oliver, 2004)[full citation needed] There are many scholars, however, who have critizized 'postformal thinking', because the concept lacks both theoretical and empirical verification. Term 'integrative thinking' has been suggested to be used instead.
- A "sentential" stage, said to occur before the early preoperational stage, has been proposed by Fischer, Biggs and Biggs, Commons, and Richards.
- Searching for a micro-physiological basis for human mental capacity, Traill (1978, Section C5.4 ; - 1999, Section 8.4 ) proposed that there may be "pre-sensorimotor" stages ("M−1L", "M−2L", … … ), which are developed in the womb and/or transmitted genetically.
- Jerome Bruner has expressed views on cognitive development.
- Michael Lamport Commons proposed the model of hierarchical complexity.
- The process of initiation is a modification of Piaget's theory integrating Maslow's concept of Self-actualization.
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