What are Finite-difference methods
What are Finite-difference methods?
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Finite-difference methods are designed for determining numerical solutions of differential equations. Because we work with a mesh, same the binomial method, we will get the contract value at whole points is stock price-time space. Within quantitative finance that differential equation is roughly always of parabolic or diffusion type.
Company A is a AAA-rated firm wanting to issue five-year FRNs. It determines that it can issue FRNs at six-month LIBOR + 1/8 percent or at the six-month Treasury-bill rate + ½ percent. Specified its asset structure, LIBOR is the preferred index. Comp
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Alpha and Beta Companies can borrow at the described rates. &nbs
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