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vonjd
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I am preparing a QuantFinance lecture and I am looking for the easiest and most accessible derivation of the Black-Scholes formula (NB: the actual formula, not the differential equation).

My favorite at the moment is
Intuitive Proof of Black-Scholes Formula Based on Arbitrage and Properties of Lognormal Distribution by Alexei Krouglov
which uses the truncated or partial lognormal distribution.

I would love to see derivations which are even easier - Thank you!

EDIT
The course itis for beginners. It is business administration, so the math level is undergraduate.

I am preparing a QuantFinance lecture and I am looking for the easiest and most accessible derivation of the Black-Scholes formula (NB: the actual formula, not the differential equation).

My favorite at the moment is
Intuitive Proof of Black-Scholes Formula Based on Arbitrage and Properties of Lognormal Distribution by Alexei Krouglov
which uses the truncated or partial lognormal distribution.

I would love to see derivations which are even easier - Thank you!

EDIT
The course it for beginners. It is business administration, so the math level is undergraduate.

I am preparing a QuantFinance lecture and I am looking for the easiest and most accessible derivation of the Black-Scholes formula (NB: the actual formula, not the differential equation).

My favorite at the moment is
Intuitive Proof of Black-Scholes Formula Based on Arbitrage and Properties of Lognormal Distribution by Alexei Krouglov
which uses the truncated or partial lognormal distribution.

I would love to see derivations which are even easier - Thank you!

EDIT
The course is for beginners. It is business administration, so the math level is undergraduate.

added 113 characters in body
Source Link
vonjd
  • 27.7k
  • 11
  • 103
  • 167

I am preparing a QuantFinance lecture and I am looking for the easiest and most accessible derivation of the Black-Scholes formula (NB: the actual formula, not the differential equation).

My favorite at the moment is
Intuitive Proof of Black-Scholes Formula Based on Arbitrage and Properties of Lognormal Distribution by Alexei Krouglov
which uses the truncated or partial lognormal distribution.

I would love to see derivations which are even easier - Thank you!

EDIT
The course it for beginners. It is business administration, so the math level is undergraduate.

I am preparing a QuantFinance lecture and I am looking for the easiest and most accessible derivation of the Black-Scholes formula (NB: the actual formula, not the differential equation).

My favorite at the moment is
Intuitive Proof of Black-Scholes Formula Based on Arbitrage and Properties of Lognormal Distribution by Alexei Krouglov
which uses the truncated or partial lognormal distribution.

I would love to see derivations which are even easier - Thank you!

I am preparing a QuantFinance lecture and I am looking for the easiest and most accessible derivation of the Black-Scholes formula (NB: the actual formula, not the differential equation).

My favorite at the moment is
Intuitive Proof of Black-Scholes Formula Based on Arbitrage and Properties of Lognormal Distribution by Alexei Krouglov
which uses the truncated or partial lognormal distribution.

I would love to see derivations which are even easier - Thank you!

EDIT
The course it for beginners. It is business administration, so the math level is undergraduate.

Source Link
vonjd
  • 27.7k
  • 11
  • 103
  • 167

Easiest and most accessible derivation of Black-Scholes formula

I am preparing a QuantFinance lecture and I am looking for the easiest and most accessible derivation of the Black-Scholes formula (NB: the actual formula, not the differential equation).

My favorite at the moment is
Intuitive Proof of Black-Scholes Formula Based on Arbitrage and Properties of Lognormal Distribution by Alexei Krouglov
which uses the truncated or partial lognormal distribution.

I would love to see derivations which are even easier - Thank you!