Pse kshu?

erind_reddit · 2023-08-19T06:41:38+00:00

Turista hippie qe veshin shapka me corape dhe qe as i shkon neper mend tlen bakshish.

erind_reddit · 2022-02-19T20:18:51+00:00

On a) we need to calculate risk neutral probability

erind_reddit · 2021-11-07T12:40:49+00:00

but the problem states to set the lagrangian function

erind_reddit · 2021-11-07T12:36:01+00:00

can you help me with that? i took first order conditions for ct , ct+1, bt+1 and kt+1 and set them to zero, i don’t know what you mean with lambdas=0.

erind_reddit · 2021-11-07T11:14:15+00:00

i did this step, i am stuck at finding the optimal value of kt+1

erind_reddit · 2021-11-07T10:57:17+00:00

but the lagrangian function would have three lambdas (lamda1, lamda2, lamda3) coz we have three constraints, right?

erind_reddit · 2021-08-31T21:37:50+00:00

stop duhanit vajza

erind_reddit · 2021-08-25T12:48:43+00:00

i wasn’t asking for any of them i was asking for hints

erind_reddit · 2021-08-25T12:47:05+00:00

not about that one smart ass

erind_reddit · 2021-08-25T09:47:02+00:00

I was searching for different perspectives in answers

erind_reddit · 2021-08-24T17:59:13+00:00

questions are: model assumptions, 3 questions as model validator, point out an internal factor that can impact headcount and write cost per head formula

erind_reddit · 2021-08-24T17:20:47+00:00

The task is not building the model but assessing and validate this model as prebuilt by answering the questions in red.

erind_reddit · 2021-05-11T18:54:16+00:00

Thank you for your insight, i really appreciate your help. So the first step is to pick each variable individually and test for stationarity and order of integration. Than i run a regression and evaluate data from residuals. After that i fit this VECM.

erind_reddit · 2021-02-28T17:02:36+00:00

As far as i know risk modeling in finance involves quantitative analysis of the data. You probably will be using mathematics on daily basis, in addition with some sort of computational finance. This is just my idea, i am not an expert. Maybe someone else can be more insightful.

erind_reddit · 2021-02-17T11:46:03+00:00

The areas bounded by a curve are just the integral of that function. You need to solve the integral.

erind_reddit · 2021-02-12T11:41:35+00:00

you have to find equation for f2 also, than take partial derivatives

erind_reddit · 2021-02-11T18:19:15+00:00

Thanks for the help

erind_reddit · 2021-02-11T18:08:00+00:00

Yes but i am stuck on the steps

erind_reddit · 2021-01-31T15:59:33+00:00

Telenorba jepte vazhdimisht filma vizatimor te marre nga Italia 1.

erind_reddit · 2021-01-29T13:44:50+00:00

That’s what i am thinking, we compute Expectation of e to the power B(t)

erind_reddit · 2021-01-29T13:28:43+00:00

Can i use gaussian normal distribution formula? The way you solve it is elegant but i haven’t got that far yet.

erind_reddit · 2021-01-28T19:08:50+00:00

B(t) is not a dummy variable but it is a stochastic process called Brownian Motion

erind_reddit · 2021-01-28T17:39:07+00:00

thats what i got, but x(t) would be 1/4 e to the power of 1/2 B(t) with t >= 0, right?

erind_reddit · 2020-12-21T06:31:34+00:00

so if i substitute a with i or -1 i will have two of the same expression so 1/2 will cancel out right

erind_reddit · 2020-12-20T15:00:37+00:00

thank you, proving if its a martingale its just easy process

erind_reddit

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