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MATHEMATICS OF OPERATIONS RESEARCH Vol. 23, No. 4, November 1998 Printed in U.S.A. THE GEOMETRY OF FRACTIONAL STABLE MATCHING AND ITS APPLICATIONS CHUNG-PIAW TO AND JAY THURMAN We study the classical
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Form geometry of fractional refers to the mathematical representation and study of non-integer or fractional dimensions and shapes.
Typically, researchers, mathematicians, and scientists involved in the study and analysis of non-integer or fractional dimensions and shapes may be required to file form geometry of fractional.
To fill out form geometry of fractional, you need to provide information about the specific dimensions, shapes, and mathematical characteristics of the non-integer or fractional objects under analysis. The form may also require any relevant calculations or equations used in the analysis.
The purpose of form geometry of fractional is to study, analyze, and understand the mathematical properties and characteristics of non-integer or fractional dimensions and shapes. It helps in various scientific and research fields, such as fractal geometry, theoretical physics, and computer graphics.
The information that must be reported on form geometry of fractional includes the specific dimensions, shapes, and mathematical representations of the non-integer or fractional objects being studied. It may also require any relevant calculations, formulas, or equations used in the analysis.
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