The founder and director of the Study of Mathematically Precocious Youth (SMPY) at Johns Hopkins University discusses reasons why acceleration is a desirable educational strategy with highly gifted youth. Cases of successful radical acceleration by mathematically gifted youth illustrate the advantages to be gained by many others if the practice of…

The article discusses the breadth and depth of the Study of Mathematically Precocious Youth (SMPY) in its seventh year (1977-78). SMPY emphasizes the educational acceleration of youths who reason unusually well mathematically, and its activities focus on four areas: identification, description, development, and dissemination. (DLS)

This paper describes some students, especially at Johns Hopkins University, Maryland, who have graduated from college 3 or more years before the usual age of 22 or older. Such early graduation is not common, but neither is it extremely rare. Some young graduates seem to have been propelled through college under parental pressure, while others have…

Proposes that states promote the preparation of mathematically and scientifically talented high school students through the establishment of special residential high schools. (MD)

Describes a program that identifies gifted mathematics students and places them in an accelerated program. (IRT)

The SAT has proved to be a valuable tool in guiding the academic acceleration of mathematically precocious youth. Identified early by their SAT scores, gifted students can enjoy learning at their proper intellectual levels. Results from Johns Hopkins' Study of Mathematically Precocious Youth are reported. (Author/LBH)

Brief discussions of general vs. special ability and of mathematical reasoning ability form the introduction of this paper on the education of mathematically gifted students. The second section of the paper describes the annual mathematics talent searches conducted by the Study of Mathematically Precocious Youth (SMPY). The third section covers…

A followup study of Johns Hopkins University students who began college two or more years ahead of their age group examined their academic progress, ages at graduation, majors, course loads, grades, program length, and the progress of a special group of mIl0s identified through a study of mathematically precocious youth. (MSE)

This article traces the origin and development of special educational opportunities offered to students who are exceptionally able in mathematics, focusing on the Study of Mathematically Precocious Youth at Johns Hopkins University and the Center for the Advancement of Academically Talented Youth. (Author/JDD)

The great value of standardized tests for locating talent that would otherwise be likely to remain submerged and unidentified is emphasized. Such tests must be appropriate to the actual ability level of the persons tested, regardless of their grade level, so that sufficient ceilings may be obtained and power of minds probed adequately. High test…