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Lecture
Converting Imperative Programs to Formulas
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Related lectures (32)
Hoare Logic: Strongest Postcondition and Weakest Precondition
Covers Hoare logic, strongest postcondition, and weakest precondition for simplifying proofs in imperative programming.
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Combinatorial Search: For-Expressions
Explores the use of for-expressions in Scala to simplify computations and solve problems like combinatorial search and N-Queens.
Converting Imperative Programs to Formulas
Explores converting imperative programs to formulas for verification, covering assignments, if-else statements, and command semicolons.
Intermediate Representations: CPS/L3
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Hoare Logic: Strongest Postcondition and Weakest Precondition
Introduces Hoare logic for simplifying program behavior proofs through annotations.
Laws of Transformation of Velocities and Accelerations
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Explores improving translation, source context-based translations, and value representation techniques like tagging and boxing.
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Explains protein synthesis, translation, and the central dogma of molecular biology.
Geometric Transformations: Translation and Homothety
Explores geometric transformations like translation and homothety in the plane.
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Rotation Dynamics: Symmetry Axis
Explores rotation dynamics around a symmetry axis, covering angular momentum, center of mass theorem, and solid body movement.
Hoare Logic: Postconditions and Preconditions
Covers Hoare logic, postconditions, preconditions, and program behavior proofs.
Untitled
Dynamics of Solid Bodies
Explores the dynamics of solid bodies, covering speed, acceleration, and rotation principles.
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