economics | johns hopkins university · to state the main result i invoke the following...

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Page 1: Economics | Johns Hopkins University · To state the main result I invoke the following definitions: A function V is mixture continuous if V (ap + (1 — a) q) is contin- uous in
Page 2: Economics | Johns Hopkins University · To state the main result I invoke the following definitions: A function V is mixture continuous if V (ap + (1 — a) q) is contin- uous in
Page 3: Economics | Johns Hopkins University · To state the main result I invoke the following definitions: A function V is mixture continuous if V (ap + (1 — a) q) is contin- uous in
Page 4: Economics | Johns Hopkins University · To state the main result I invoke the following definitions: A function V is mixture continuous if V (ap + (1 — a) q) is contin- uous in
Page 5: Economics | Johns Hopkins University · To state the main result I invoke the following definitions: A function V is mixture continuous if V (ap + (1 — a) q) is contin- uous in
Page 6: Economics | Johns Hopkins University · To state the main result I invoke the following definitions: A function V is mixture continuous if V (ap + (1 — a) q) is contin- uous in