One of the most powerful features of FP in physics is . By using dimensional analysis within the type system, we can prevent "unit errors" at compile time. For example, a compiler can be configured to throw an error if a student attempts to add a Mass type to a Length type.
A physical state (position, velocity) can be defined as a immutable record. Laws as Functions: Newton’s Second Law (
Learn Physics with Functional Programming: A Haskell-Based Approach
Learn Physics With Functional Programming: A Ha... -
One of the most powerful features of FP in physics is . By using dimensional analysis within the type system, we can prevent "unit errors" at compile time. For example, a compiler can be configured to throw an error if a student attempts to add a Mass type to a Length type.
A physical state (position, velocity) can be defined as a immutable record. Laws as Functions: Newton’s Second Law ( Learn Physics with Functional Programming: A Ha...
Learn Physics with Functional Programming: A Haskell-Based Approach One of the most powerful features of FP in physics is