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Talent Development vs Traditional Schooling

Talent development is not only different from schooling, but in many cases completely orthogonal to schooling.

by Justin Skycak (@justinskycak) justinmath.com 2,793 words
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Talent development is not only different from schooling, but in many cases completely orthogonal to schooling.

This post is part of the book The Math Academy Way (Working Draft, Jan 2024). Suggested citation: Skycak, J., advised by Roberts, J. (2024). Talent Development vs Traditional Schooling. In The Math Academy Way (Working Draft, Jan 2024). https://justinmath.com/talent-development-vs-traditional-schooling/

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At surface level, talent development and schooling may seem similar: after all, isn’t the purpose of schooling to develop students’ talents?

Renowned psychologist Benjamin Bloom, who researched this question extensively, discovered that the answer is a resounding “no” – the differences between talent development and traditional schooling are so numerous, so striking, and so critical that traditional schooling typically cannot even be characterized as supporting talent development.

Around the same time that Bloom coined the two-sigma problem, he was also immersed in a massive study of talent development. As summarized by other researchers (Luo & Kiewa, 2020), Bloom (1985) discovered striking commonalities in the upbringing of extremely successful individuals across a wide variety of fields, leading to a general characterization of the process of talent development:

Bloom believed (Brandt, 1985) that this talent development process was being leveraged much more effectively in athletic than in academic contexts, and that there was an opportunity to massively elevate students’ degree of learning and academic achievement by reproducing favorable conditions for talent development:

One of the main differences between traditional schooling and talent development, according to Bloom & Sosniak (1981), is that students are grouped primarily by age, rather than ability, and each group progresses through the curriculum in lockstep. Each member of the group engages in the same tasks, and it is expected that different students will learn skills to different levels.

In talent development, however, instruction is completely individualized. Learning tasks are chosen based on the specific needs of individual students, each student must learn each skill to a sufficient level of mastery before moving on to more advanced skills. Students progress through skills at different rates, but learn skills to the same threshold of performance. Their progress is measured not by their level of learning in courses that they have taken, but rather by how advanced the skills are that they can execute to a sufficient threshold of performance.

To recap, Bloom & Sosniak (1981) summarized these differences as follows:

They also noted that these differences are closely related to the scope of a teacher’s responsibility: in traditional schooling, teachers focus on a “cross section” of many students covering a small subset of curriculum over a short period of time, whereas in talent development, teachers have “longitudinal” accountability for fewer students each learning long progressions of skills over a long periods of time.

Bloom & Sosniak (1981) also observed that these differences are so critical that traditional schooling typically cannot even be characterized as supporting talent development. As Bloom describes, talent development is not only different from schooling, but in many cases completely orthogonal to schooling:

And while other participants that Bloom studied had more overlap between schooling and talent development, the overlap was not always positive. Rather, it yielded a mixed bag of experiences:

The general orthogonality of schooling and talent development, and the mixed bag of positive and negative experiences resulting from any overlap between them, echo one of Bloom’s quotes (Brandt, 1985) at the beginning of this post:

Talent Development is Prohibitively Expensive

Unfortunately, in most fields and particularly in mathematics, there is no widely available solution to the lack of talent development by traditional schools other than private tutoring, which is prohibitively expensive for most families and schools.

To understand just how expensive this is, let’s work through the cost computation. The question that we seek to answer is as follows:

In an academic subject like mathematics, 1-on-1 private coaching would be obtained from a tutor. Note, however, that we are not concerned with the question “how much does typical usage of supplemental tutoring cost.” We are not supposing that the tutor functions as a supplemental assistant who helps a student through their class homework. Instead, we are supposing that the tutor functions as a main instructor, specifically, a private coach who engages the student in 1-on-1 talent development using a personalized training program that is tailored and constantly adapting to their individual needs.

We are supposing that the tutor is hired to completely replace the student’s mathematical training from school, which, as a conservative estimate, is approximately 1 hour per day, 5 days per week. (This estimate is conservative because students typically have 50 minutes of class each day plus 30-60 minutes of homework.) A tutor typically charges at least $50/hour, and $50 × 5 days/week × 52 weeks/year = $13,000.

This ballpark lower bound is in line with Guryan et al. (2023), who describe a successful low-cost tutoring intervention (40 minutes per school day, 1 tutor per 2 students) that cost about $4,000 per student per year, with tutors being paid a yearly stipend of only $16,000 (plus benefits) while working through the entire school day (6 class periods). Under these conditions, a full hour of fully individualized tutoring (1 tutor per student) each school day would cost $12,000 per student per year (= $4,000 × 2 × 60/40).

It’s important to note that while these tutors described by Guryan et al. (2023) possessed strong math skills, they were not long-term expert coaches in the sense of the preceding discussion on talent development. Rather, tutors were “willing to devote one year to public service – for example, recent college graduates, retirees or career-switchers – but do not necessarily have extensive prior training or experience as teachers.” Needless to say, long-term expert coaches would be far more costly and harder to find.

Additionally, while there do exist mathematical “talent search” competitions in which top competitors are selected for talent development, only a tiny proportion of highly talented students take the exam and make the cut, and the duration of talent development that they receive is brief. To quote mathematician George Berzsenyi (2019):

References

Berzsenyi, G. (2019). Talent search versus talent development. Notices of the American Mathematical Society, 66 (9).

Bloom, B. S., ed. (1985). Developing Talent in Young People. New York: Ballantine Books.

Bloom, B. S., & Sosniak, L. A. (1981). Talent development vs. schooling. Educational Leadership, 39 (2), 86-94.

Brandt, R. S. (1985). On Talent Development: A Conversation with Benjamin Bloom. Educational Leadership, 43 (1), 33-35.

Guryan, J., Ludwig, J., Bhatt, M. P., Cook, P. J., Davis, J. M., Dodge, K., … & Stoddard, G. (2023). Not too late: Improving academic outcomes among adolescents. American Economic Review, 113 (3), 738-765.

Luo, L., & Kiewra, K. A. (2021). Parents’ roles in talent development. Gifted Education International, 37 (1), 30-40.


This post is part of the book The Math Academy Way (Working Draft, Jan 2024). Suggested citation: Skycak, J., advised by Roberts, J. (2024). Talent Development vs Traditional Schooling. In The Math Academy Way (Working Draft, Jan 2024). https://justinmath.com/talent-development-vs-traditional-schooling/

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