Math Journal with geometric constructions

In summary, a math journal with geometric constructions is a specialized tool used by mathematicians and scientists to record their mathematical ideas and problem-solving processes. It differs from a regular math journal by focusing on the use of geometric constructions and visual representations. The benefits of using this type of journal include improved problem-solving skills and spatial reasoning abilities, as well as a deeper understanding of mathematical concepts. Commonly used geometric constructions include those using a compass and straightedge, as well as transformations. To get started with creating a math journal with geometric constructions, it is helpful to have a basic understanding of geometry and the necessary tools, such as a compass and straightedge.
  • #1
DaTario
1,091
45
Hi All,

I would like to know which are the journals of mathematics that publish papers on geometric constructions. Most of the journals on geometry I have found tends to an analytic approach.

Best wishes,
DaTario
 
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  • #2
I don't think journals specialize in that alone instead the future of math is the combination of geometric and analytic principles.

I did find this collection of papers and blogs on the subject:

http://mathforum.org/library/topics/constructions/
 

FAQ: Math Journal with geometric constructions

1. What is a math journal with geometric constructions?

A math journal with geometric constructions is a tool used by mathematicians and scientists to record their mathematical ideas, concepts, and problem-solving processes. It often includes diagrams and geometric constructions to aid in understanding and visualizing mathematical concepts.

2. How is a math journal with geometric constructions different from a regular math journal?

A math journal with geometric constructions differs from a regular math journal in that it focuses on the use of geometric constructions, such as angles, lines, and shapes, to explore and solve mathematical problems. It also places a greater emphasis on visual representations and diagrams.

3. What are the benefits of using a math journal with geometric constructions?

Using a math journal with geometric constructions can help improve problem-solving skills, enhance spatial reasoning abilities, and deepen understanding of mathematical concepts. It also allows for more creative and visual representations of mathematical ideas.

4. What types of geometric constructions are typically used in a math journal?

Some common types of geometric constructions used in a math journal include constructions using a compass and straightedge, such as bisecting angles, constructing perpendicular lines, and inscribing circles. Other constructions may involve using transformations, such as translations, rotations, and reflections.

5. How can I get started with creating a math journal with geometric constructions?

To get started with creating a math journal with geometric constructions, it is helpful to have a basic understanding of geometry and geometric constructions. You will also need some basic tools, such as a compass, straightedge, and graphing paper. From there, you can begin exploring mathematical concepts and creating constructions to record and analyze your findings.

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