Visuospatial and semantic networks play a critical role in processing both mathematics and science, with stronger connectivity between the middle temporal gyrus and inferior parietal lobule for mathematical principles.

Mathematics Meets Science in the Brain.

Mathematics has always been closely related to the idea of science, as it is a demonstrative discipline that demonstrates general theorems and provides a foundation for understanding and analyzing complex systems.

The Relation of Mathematics to the Other Sciences

Connecting science and mathematics concepts in elementary classrooms improves student learning, with physics being more accessible for connections than other areas of science.

Connectivity Theory at Work: The Referrals between Science and Mathematics in a Science Unit

Systematic connections between math and science through hands-on lessons, word problems, and problem-solving improve understanding for all students.

Connecting Math and Science for All Students

The relationship between mathematics and science is complex and entwined, but mathematics, qua mathematics, is distinct from science in its focus on logical systems and its reliance on observations.

Mathematics and Science

Mathematical connection skills positively correlate with productive thinking in secondary school students, aiding in problem-solving, creativity, and decision-making.

Mathematical connection skills and their relationship with productive thinking among secondary school students

Interdisciplinary science-mathematics courses can benefit undergraduate science students, but weak mathematical skills may hinder their engagement and disengagement from learning.

Putting it into perspective: mathematics in the undergraduate science curriculum

The relationship between mathematics and the sciences has significantly changed since World War II, with the frontier of mathematical advance now strongly interwoven with scientific needs.

Mathematics and the sciences

The technology-mathematics relationship has developed over time, revealing philosophical issues like how mathematical knowledge depends on technology, the definition of a computational computation, and the usefulness of mathematics in technology.

Technology and Mathematics

This issue explores the relationship between mathematics and sociospatial theory, highlighting the potential for a dialogue between the two fields to help us think differently and challenge common sense.

Mathematics and Space

Trainee teachers in science and mathematics struggle with understanding and communication, highlighting the need for improved liaison between subject teachers.

Links between science and mathematics in school

Connecting biology and mathematics requires developing suitable pedagogical models and early teacher education, with the goal of producing prepared minds for combining both disciplines at graduate and postgraduate levels.

Connecting Biology and Mathematics: First Prepare the Teachers

Student gender and self-efficacy significantly impact achievement scores in mathematics and science, with females scoring higher in algebra and males in other math subjects, and no difference in science subjects.

THE DIFFERENCES IN SCORES AND SELF-EFFICACY BY STUDENT GENDER IN MATHEMATICS AND SCIENCE

Hermann Weyl's book explores how scientific discoveries lead to advances in philosophy, highlighting the intertwining of mathematics and natural science.

Philosophy of Mathematics and Natural Science

Mathematics has become increasingly pervasive in biology, with its uses ranging from experimental design to bioinformatics, but also carries potential for abuses.

Uses and Abuses of Mathematics in Biology

Mathematization is crucial for the formation and development of natural sciences, with its importance being emphasized in the educational process and the need for active STEM education in primary levels.

MATHEMATICS IN NATURAL SCIENCES AND EDUCATION: THEORETICAL ASPECT

Mathematics plays a third role in empirical sciences, as a connecting scheme in explaining how two different descriptions of an empirical phenomenon relate to each other.

A New Role for Mathematics in Empirical Sciences

Secondary mathematics teachers frequently use real-world connections, but more research is needed on teacher beliefs and how to help different types of students learn mathematics.

Real-world connections in secondary mathematics teaching

The second approach, which considers science as a single body of knowledge, emphasizes the impact of method, philosophical climate, and society on scientific knowledge.

Mathematical vs. Experimental Traditions in the Development of Physical Science

The Mathematics Teacher's Specialized knowledge model needs improvement by including complexity and incorporating pedagogical content knowledge, as it may have ambiguities and rely on current classifications.

Mathematical Connections and the Mathematics Teacher’s Specialised Knowledge

What are the connections between mathematics and other sciences?

These studies suggest that mathematics is deeply interconnected with other sciences through shared cognitive processes, foundational principles, and educational strategies, while also maintaining distinct logical and observational focuses.