Morse Index Theorem of Lagrangian Systems and Stability of Brake Orbit
Morse Index Theorem of Lagrangian Systems and Stability of Brake Orbit is a scholarly work, published in 2018 in ''Journal of Dynamics and Differential Equations''. The main subjects of the publication include C*-algebra, mathematical analysis, pure mathematics, brake, symplectic geometry, boundary, Lagrangian, ordinary differential equation, partial differential equation, Morse code, orbit, manicule, quantum chaos, algorithmic stability, applied mathematics, mathematics, and Atiyah–Singer index theorem. The authors prove Morse index theorem of Lagrangian systems with self-adjoint boundary conditions.