The publication provides a complete analytic proof of the theorem using coordinate geometry and computer algebra verification. It is the first fully rigorous solution and has been accepted by the community. Subsequent publications have built upon this proof, but this remains the foundational result.
The analytic proof is complete, verified by computer algebra, and has been extended by multiple related results including a converse theorem and rational identity.
The publication provides a complete analytic proof using coordinate geometry, deriving explicit formulas for all points and reducing the tangency condition to a polynomial identity verified by computer algebra. It has been accepted by all reviewers and is currently published, constituting the first full solution to the problem.
This publication provides a complete analytic proof using coordinate geometry, deriving explicit formulas for all points and reducing the tangency condition to a polynomial identity verified by computer algebra. The proof is rigorous and has been accepted by all reviewers.
First published complete solution to the geometry theorem. Provides analytic proof using coordinate geometry, verified symbolically."
This publication provides a complete analytic proof using coordinate geometry, deriving explicit formulas for all points, reducing the tangency condition to a polynomial identity verified by computer algebra. The proof is rigorous and has been accepted by all reviewers.
The analytic proof provides a complete, rigorous solution using coordinate geometry and algebraic verification. It has been accepted by all reviewers and is now published, making it the current best valid solution to the problem.
This publication provides a complete analytic proof of the theorem, with explicit formulas and a verified polynomial identity. It is the first published solution and is correct.