George W. Myers
#97,019
Most Influential Person Across History
American mathematician
George W. Myers's AcademicInfluence.com Rankings
George W. Myersmathematics Degrees
Mathematics
#7198
Historical Rank
Number Theory
#620
Historical Rank
Algebra
#1079
Historical Rank
Measure Theory
#5738
Historical Rank

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Mathematics
George W. Myers's Degrees
- PhD Mathematics Princeton University
- Masters Mathematics Princeton University
- Bachelors Mathematics Stanford University
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Why Is George W. Myers Influential?
(Suggest an Edit or Addition)According to Wikipedia, George W. Myers was an American astronomer, mathematician and progressive educator. Born in Champaign Illinois, he earned his bachelor's degree in 1888 from the University of Illinois and his Ph.D in 1896 from Ludwig Maximilian University of Munich Germany under the supervision of Hugo von Seeliger.
George W. Myers's Published Works
Number of citations in a given year to any of this author's works
Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author
Published Works
- The Laboratory Method in the Secondary School (1903) (5)
- Dusting the Library. (1903) (2)
- GREAT TURNING POINTS IN ASTRONOMY'S HIGHWAY.* (1931) (2)
- PROGRESSIVE TEACHING OF MATHEMATICS—WHAT IS IT? (1918) (2)
- The Year's Progress in Mathematics in the University High School (1909) (2)
- A Plan for Testing Methods of Teaching Secondary Mathematics (1914) (2)
- THE NORM OF SOCIAL UTILITY IN COMMON FRACTIONS (1927) (2)
- A Report on the Teaching of Secondary Mathematics in France (1911) (2)
- THE THREEFOLD OBJECTIVE OF DRILL IN ARITHMETIC (1928) (1)
- EDUCATIONAL MOVEMENTS AND GENERAL MATHEMATICS1 (1916) (1)
- HIGH SCHOOL ASTRONOMY (1901) (1)
- DISCUSSION OF A NATIONAL OBSERVATORY. (1899) (1)
- THE MINUS SIGN IN VERTICAL SUBTRACTION IN ARITHMETIC (1928) (1)
- A Practical Presentation of Some Problems Correlating Mathematics and Physics (1904) (1)
- REPORT ON THE UNIFICATION OF MATHEMATICS IN THE UNIVERSITY HIGH SCHOOL (1911) (1)
- SOME EDUCATIONAL REASONS FOR OBSERVATIONAL TEACHING IN ELEMENTARY ASTRONOMY (1901) (0)
- Book Review:An Algebra for Secondary Schools E. R. Hedrick (1909) (0)
- The High School (1901) (0)
- ELEMENTARY EXPERIMENTS IN OBSERVATIONAL ASTRONOMY (0)
- Advanced Course in Algebra. Webster Wells (0)
- The High School (1901) (0)
- THE MEANING AND USE OF THE THREE‐PLACE TABLE. (III) (1906) (0)
- Editorial: Modes of Expression as Educational Agencies (1903) (0)
- Reaction vs. Radicalism in the Teaching Of Mathematics (1922) (0)
- Rapidity in Arithmetic (1906) (0)
- Elementary Algebra. J. H. Tanner (1905) (0)
- Correlation of Subjects in Secondary Mathematical Teaching (1903) (0)
- Observatory of the University of Illinois (1898) (0)
- Applied Mathematics (1901) (0)
- A Class of Content-Problems for High-School Algebra (1906) (0)
- Applied Mathematics (1902) (0)
- The Individual Element in the Teaching of Arithmetic (1902) (0)
- Mathematics (1901) (0)
- Mathematics in the University High School (1906) (0)
- Mathematics (1901) (0)
- Elementary Mathematics (1902) (0)
- Elementary Mathematics (1902) (0)
- CLASS EXERCISE TYPES IN HIGH SCHOOL MATHEMATICS, WITH NORMS FOR JUDGING THEM. II (1921) (0)
- Importance of Indirect Measurement in Elementary Mathematical Teaching (1903) (0)
- Mathematics (1901) (0)
- Book Review:High-School Course in Differential Calculus, First Lesson Chas. N. Schmall (1909) (0)
- Book Review:The Teaching of Mathematics in the Higher Schools of Prussia J. W. A. Young (1901) (0)
- Mathematics in the Professional School (1902) (0)
- AUXILIARY PROCEDURES FOR INCREASING INHERENT INTEREST, MOTIVATION AND INDIVIDUAL EFFICIENCY IN GEOMETRY AND ALGEBRA.* (1930) (0)
- OBSERVATIONAL WORK CONNECTED WITH ALMANAC DATA (II) (1904) (0)
- THE common almanac as an aid in the study of THE SUN (I) (1903) (0)
- LOGARITHMS IN THE FIRST YEAR OF THE SECONDARY SCHOOL. (I) (1905) (0)
- Applied Mathematics (1901) (0)
- What Is Accuracy in Elementary Arithmetic? (1905) (0)
- EARLY IMPRESSIONS OF THE TEACHING OF MATHEMATICS IN THE SECONDARY SCHOOLS OF PARIS (1911) (0)
- DOES FT.×FT. = SQ. FT.? (0)
- Mathematics in the Professional School. II. Pedagogy of Elementary Mathematics (1902) (0)
- The High School (1901) (0)
- Elements of Plane Surveying. Samuel Marx Barton (0)
- The High School (1901) (0)
- Mathematics (1901) (0)
- Need of mathematical training to the literary student (0)
- Astro-Geography in the Grades (1904) (0)
- The November Meteors at Urbana, Illinois (0)
- The Variable Star U Pegasi (1898) (0)
- The Care of Pamphlets. (1899) (0)
- SLOGANS IN THE TEACHING OF ARITHMETIC (1927) (0)
- CALL FOR CONTRIBUTIONS TO THE KEPLER FUND (1930) (0)
- The Deeper and the Richer Meanings of Mathematical Teaching in Elementary Schools. II (1908) (0)
- Applied Algebra (1900) (0)
- TWO YEARS' PROGRESS IN MATHEMATICS IN THE UNIVERSITY HIGH SCHOOL (0)
- Applied Algebra (1900) (0)
- THE GENESIS OF SCIENTIFIC METHOD, HISTORICALLY VIEWED (1927) (0)
- The Deeper and the Richer Meanings of Mathematical Teaching in Elementary Schools (1908) (0)
- A Beginner's Star Book. Kelvin McKready (0)
- The Year's Progress in the Mathematical Work of the University High School (1907) (0)
- Syllabi on Applied Mathematics (1900) (0)
- Modernized Arithmetic (1903) (0)
- Applied Mathematics (1901) (0)
- Mathematics (1901) (0)
- Mathematics in the High and Pedagogic Schools (1900) (0)
- Mathematical Supplement of School Science (1903) (0)
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What Schools Are Affiliated With George W. Myers?
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