1
vote
1answer
22 views

Find $R$ in $ B = \sum_{i=1}^{60}P_i\left(1+R\right)^{60-i} $ given $B$ and $P_1, P_2, …, P_{60}$

I don't have much training in financial math and was unsure of where to start tackling the following... Given a series of payments $P_1, P_2, ..., P_{60}$ which are increasing sporadically from one ...
0
votes
1answer
85 views

Interest Rate Tree in Matlab

I would like to calibrate a interest rate tree using the optimization tool in matlab. Need some guidance on doing it. The interest rate tree looks like this: How it works: 3.73% = 2.5%*exp(2*0.2) ...
0
votes
0answers
56 views

Financial mathematic with Feynman-Kac

I have a really big task in financial mathematics and a small part of it (to set up the problem), I need to write a PIDE (the Feynman-kac) where we estimate options with jumps. It is derived from the ...
1
vote
1answer
39 views

Computing monthly loan payments when interest is 0%

I'm writing a Javascript program to display a mortgage amortization from a user input form that asks for typical things such as loan amount, interest rate, etc... A lot of sites, such as this one, ...
0
votes
2answers
137 views

Why does the internal rate of return have no analytic expression?

I know that the IRR can be computed using iterative methods, but why is this necessary? What makes it impossible to give an expression for IRR? How would you prove it to be impossible?
7
votes
2answers
201 views

Significant digits

We use currency conversion rates for financial calculations. Our currency conversion table stores conversion rates to and from each currency (about 150 world currencies) for each day, going back 20 ...
1
vote
2answers
95 views

Calculate breakeven when fixed revenue being added per month v/s cost

I am writing up a cost sheet for a product and I basically suck at math. Didn't know who else to turn to, so trying out Math exchange. So, I am planning to spend ...
1
vote
2answers
209 views

Find principal borrowable given monetary deposit, term and monthly payment. With a catch

Edit: I reworded the entire question into an example to make it easier to understand John wants to buy a house. He has €30,000 saved up for a deposit $(D)$ and he know's he can afford to pay €1,200 a ...
2
votes
1answer
329 views

Derivatives of Brownian motion or Box Options Greeks

Here's the probability (I think) that a particle in Brownian motion (w/ standard deviation $\sqrt{t}$) will exceed $m$ between times $t_1$ and $t_2$: $$\frac1{2\sqrt{2\pi}}\int_{-\infty }^m ...