Lecture 2 - Growth and Ideas Flashcards

(24 cards)

1
Q

What is the key driver of long-run growth in the Romer model?

A

New ideas (technology, recipes, etc.), which are nonrivalrous and exhibit increasing returns to scale.

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2
Q

What does nonrivalry mean in the context of ideas?

A

One person’s use of an idea does not diminish its usefulness to others (e.g., software code, mathematical theorems).

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3
Q

How does the Romer model differentiate between objects and ideas?

A

Objects (capital, labor) are rivalrous; ideas are nonrivalrous and infinitely reusable.

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4
Q

What is the production function in the Romer model?

A

Y_t = A_t * L_yt (output depends on knowledge A_t and labor in production L_yt).

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5
Q

What is the idea production function in the Romer model?

A

ΔA_t+1 = z̄ * A_t * L_at (new ideas depend on existing knowledge and labor in research L_at).

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6
Q

What is the growth rate of knowledge (ḡ) in the Romer model?

A

ḡ = z̄ * l̄ * L̄ (depends on research productivity z̄, fraction of labor in research l̄, and total labor L̄).

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7
Q

How does per capita output grow in the Romer model?

A

At rate ḡ (equal to the knowledge growth rate), sustained indefinitely.

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8
Q

What happens if the share of labor in research (l̄) increases?

A

Higher ḡ (faster growth) but lower current output (fewer workers in production).

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9
Q

What is the key difference between the Solow and Romer models?

A

Solow: Diminishing returns to capital. Romer: No diminishing returns to ideas (sustained growth).

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10
Q

What is increasing returns to scale (IRS)?

A

Doubling inputs more than doubles output (common in idea production due to high fixed costs).

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11
Q

What is the combined Solow-Romer production function?

A

Y_t = A_t * K_t^α * L_yt^(1-α) (combines capital accumulation and idea-driven growth).

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12
Q

What is the effect of a higher saving rate in the combined Solow-Romer model?

A

Temporarily increases growth during transition to a higher balanced growth path (level effect).

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13
Q

What is growth accounting?

A

Decomposes output growth into contributions from TFP, capital, and labor (g_Y = g_A + αg_K + (1-α)g_L).

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14
Q

How is TFP growth calculated?

A

TFP growth = Output growth - (α * capital growth + (1-α) * labor growth).

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15
Q

What is the role of patents in the Romer model?

A

Encourage innovation by granting temporary monopoly power (P > MC), but create welfare loss.

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16
Q

Why might large and small countries grow at similar rates?

A

Knowledge spillovers allow small countries to benefit from ideas developed elsewhere.

17
Q

What is the balanced growth path in the Romer model?

A

All variables grow at constant rates (no steady state, unlike Solow).

18
Q

What happens if population (L̄) increases in the Romer model?

A

Permanently raises ḡ (more researchers) and thus long-run growth.

19
Q

What is the trade-off in allocating labor to research vs. production?

A

More research → higher future growth but lower current output.

20
Q

How does the Romer model address sustainability of growth?

A

Ideas reduce resource dependency (e.g., efficiency gains), enabling sustained growth.

21
Q

What is the key takeaway from the antibiotic example in the lecture?

A

High fixed R&D costs lead to IRS (average cost falls as output scales).

22
Q

What is the difference between excludable and non-excludable ideas?

A

Excludable: Use restricted (e.g., proprietary software). Non-excludable: Free to use (e.g., open-source).

23
Q

How does the Romer model explain cross-country growth differences?

A

Variation in research investment (l̄), population (L̄), or idea productivity (z̄).

24
Q

What is the principle of transition dynamics in the combined Solow-Romer model?

A

Economies grow faster if below their balanced growth path, slower if above.