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The Development of Mathematical Model Consciousness in Junior Secondary Students: A Lesson Study of the Instruction of Congruent Triangles

• Authors : Xu, Wenjing; Meng, Qun

Subjects: Geometry; Mathematics Instruction; StandardsChina

• Source: Science Insights Education Frontiers. 2023 14(1):1991-2012.22

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Some Identities on Generalized Arithmetic Triangles.

• Authors : Ensley, Douglas E.; Choi, Ji Young; Hoover, Jesica

Subjects: TRIANGLES; NEGATIVE binomial distribution; MATHEMATICAL analysis

• Source: Mathematics Magazine. Jun2024, Vol. 97 Issue 3, p240-256. 17p.

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Education Full Text (H.W. Wilson)

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Applied Science & Technology Full Text (H.W. Wilson)

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Mutually Non-Congruent Triangles with the Same Perimeter and the Same Area

• Authors : Wares, Arsalan

Subjects: Calculus; Mathematics Instruction; Geometric Concepts

• Source: International Journal of Mathematical Education in Science and Technology. Sep 2002 33(5):788-791.4

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Irregular Triangles for Finite Element Analysis in Electromagnetics.

• Authors : Ma, Donglin; McFee, Steve

Subjects: *FINITE element method; *MATHEMATICAL models; TRIANGLES

• Source: IEEE Transactions on Magnetics. May99 Part 1 of 2, Vol. 35 Issue 3, p1422. 4p. 6 Diagrams, 1 Chart, 3 Graphs.

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Farthest segments and extremal triangles spanned by points in

• Authors : Bitner, Steven; Daescu, Ovidiu

Subjects: TRIANGLES; SPANNING trees; ALGORITHMS

• Source: Information Processing Letters. Sep2009, Vol. 109 Issue 20, p1167-1171. 5p.

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The Development of Mathematical Model Consciousness in Junior Secondary Students: A Lesson Study of the Instruction of Congruent Triangles.

• Authors : Wenjing Xu; Qun Meng

Subjects: MATHEMATICAL models; COMPULSORY education; SECONDARY school students

• Source: Science Insights Education Frontiers; Jan2023, Vol. 14 Issue 1, p1991-2012, 22p

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Approximate Self-Assembly of the Sierpinski Triangle.

• Authors : Lutz, Jack; Shutters, Brad

Subjects: APPROXIMATION theory; TRIANGLES; MATHEMATICAL models

• Source: Theory of Computing Systems. Oct2012, Vol. 51 Issue 3, p372-400. 29p.

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On generalizations of some fixed point theorems in semimetric spaces with triangle functions.

• Authors : Petrov, Evgeniy; Salimov, Ruslan; Bisht, Ravindra K.

Subjects: FUNCTION spaces; TRIANGLES; METRIC spaces

• Source: Frontiers in Applied Mathematics & Statistics; 2024, p1-9, 9p

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