10. Financial Market Equilibrium Flashcards

1
Q

What is r?

A

Real rate of interest

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2
Q

What is the saving function?

A

S(r) where S’(r)>0

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3
Q

What can we say about U(c0,c1)?

A

U(c0, c1)= u(c0) + c1, where u(.) is increasing and concave

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4
Q

What does the functional form of the savings function (supply of funds by households) do?

A

It preserves risk neutrality wrt returns while making the savings function perfectly elastic

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5
Q

What is the maximisation problem and solution to the savings function?

A

Max(u(c0) +c1)
Subject to
c0+ c1/(1+r)=y

Solution
u’(c0(r))=1+r

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6
Q

Why is period-0 consumption decreasing in r and hence savings S(r)=y-c0(r) increase in r?

A

Because u is concave

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7
Q

For the balance sheet channel: moral hazard, what assumptions do we make?

A

-continuum of risk neutral entrepreneurs
-fixed investment model
-Heterogeneity in A: cumulative distribution function G(A), density function g(A), support [A, Ā] where Ā<=I
-pHR>(1+r)I>pLR+B

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8
Q

What is a necessary and sufficient condition for an entrepreneur with assets A to receive financing in the balance sheet channel: moral hazard?

A

PH(R-B/delta p)>= (1+r)(I-A)

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9
Q

How do we define A*(r)?

A

Such that

PH(R-B/delta p)= (1+r)(I-A*(r))

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10
Q

What is the net demand for funds by investors given by?

A

I(r)= (1-G(A*(r)))I-A^e

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11
Q

What is true at market clearing?

A

I(r)=S(r)

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12
Q

What happens if the distribution of A shifts to the left?

A

Then the demand for funds will increase for those firms that can still obtain funds. But the proportion of firms that can obtain funds decreases

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13
Q

What assumptions do we make in the balance sheet channel: adverse selection model?

A

-Asymmetric info about private benefits.
-All borrowers have the same fixed investment technology and the same level of assets A<I
-heterogeneity: private benefit B is distributed on the interval [0,B top] according to the cumulative distribution function H(B); private info

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14
Q

What are the only feasible contracts in the balance sheet channel: adverse selection and why?

A

Pooling contracts. All borrowers make the same repayment R-Rb. Bad types (high B) can’t be screened out since their surplus from the lending relationship is higher to that of the entrepreneur with lower private benefits

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15
Q

When does the entrepreneur behave and misbehave?

A

Behaves if B<B(Rb)
Misbehaves if B>B
(Rb)
Where (delta p)Rb= B*(Rb)

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16
Q

What does the cut off level of benefits depend on?

A

It’s endogenous and depends on the level of repayment

17
Q

What is the lenders break even condition given by?

A

P hat(Rb)(R-Rb)=(1+r)(I-A)

18
Q

What is the expected probability of success from a lenders perspective?

A

P hat(Rb)= pH x H(B(Rb))+ pL(1-H(B(R)))

19
Q

What happens if the debt burden increases for a given p hat?

A

Rb decreases, and the entrepreneur is less likely to behave (B* decreases). As a result p hat decreases which in turn increases the debt burden

20
Q

What does the lending channel focus on?

A

The impact of the strength of financial intermediaries’ balance sheets on firm’s activity. Weak firms depend on monitoring and certification by financial intermediaries to secure access to funds

21
Q

What are the extensions to the fixed investment model added in the lending channel?

A

-heterogeneity in R and A
-three types of agents: Investors, Entrepreneurs and monitors
-monitors charge interest rate X>1+r and ensure the entrepreneur exerts effort (prob of success is pH)
-borrower can receive funds either from investors or monitors

22
Q

Three possible equilibria in lending channel model

A
  1. If pH(R-B/delta p) >= (1+r)(I-A) the entrepreneur borrows from investors
  2. If pH(R-B/delta p)= (1+r)(I-A) and pHR>X(I-A) the entrepreneur borrows from monitors
  3. If pH(R-B/delta p) <(1+r)(I-A) and pHR < X(I-A) the entrepreneur can’t borrow
23
Q

What are the three possible causes of economic slowdown we find?

A
  1. Decrease in savings (lower secular growth- neoclassical model)
  2. Decrease in average A: industrial recession (balance sheet channel)
  3. Decrease in bank funds: credit crunch