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I argue that the human mind includes an innate domain-specific system for representing precise small numerical quantities. This theory contrasts with object-tracking theories and with domain-general theories that only make use of mental models. I argue that there is a good amount of evidence for innate representations of small numerical quantities and ...
Margolis, Eric
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Task Constraints Affect Mapping From Approximate Number System Estimates to Symbolic Numbers [PDF]
The Approximate Number System (ANS) allows individuals to assess nonsymbolic numerical magnitudes (e.g., the number of apples on a tree) without counting.
Dana L. Chesney, Percival G. Matthews
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False approximations of the approximate number system? [PDF]
Prior research suggests that the acuity of the approximate number system (ANS) predicts future mathematical abilities. Modelling the development of the ANS might therefore allow monitoring of children's mathematical skills and instigate educational ...
Titia Gebuis, Maarten J van der Smagt
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Editorial: Approximate Number System and Mathematics [PDF]
Jingguang Li +2 more
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Influence of the number system in residual classes on the fault tolerance of the computer system
The concept of increasing the fault tolerance of a computer system (CS) by using the existing natural redundancy, which depends on the number of systems used, is considered.
Alina Yanko +2 more
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THE DATA DIAGNOSTIC METHOD OF IN THE SYSTEM OF RESIDUE CLASSES
The subject of the article is the development of a method for diagnosing data that are presented in the system of residual classes (SRC). The purpose of the article is to develop a method for fast diagnostics of data in the SRC when entering the minimum ...
Victor Krasnobayev +2 more
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ETHNOMATHEMATIC STUDY: NUMBER SYSTEM AND CULTURAL MEANING IN THE SASAK TRIBE COMMUNITY
The uniqueness and cultural diversity of traditional communities as reflected in ideas, activities and artifacts can be studied and used as a source of learning mathematics.
Lalu Muhammad Fauzi +4 more
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Finger-Counting and Numerical Structure
Number systems differ cross-culturally in characteristics like how high counting extends and which number is used as a productive base. Some of this variability can be linked to the way the hand is used in counting.
Karenleigh A. Overmann
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Connectedness of number theoretical tilings [PDF]
Let T=T(A,D) be a self-affine tile in \reals^n defined by an integral expanding matrix A and a digit set D. In connection with canonical number systems, we study connectedness of T when D corresponds to the set of consecutive integers \0,1,..., |det(A ...
Shigeki Akiyama, Nertila Gjini
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METHOD FOR DIAGNOSING DATA ERRORS OF A COMPUTER SYSTEM FUNCTIONING IN THE SYSTEM OF RESIDUAL CLASSES
The subject of the article is the development of a method for diagnosing data errors of a computer system functioning in the residue number system (RNS). This method is based on the tabular principle of data diagnostics operation implementation.
Serhii Koshman +2 more
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