What is the real difference between gambling and speculation (if you take drinking out of the equation)? Is it having a theory about the odds being better than even and avoiding ruin along the way?

One possible definition might be “a gambler chases fast fixed returns based on luck, while a speculator has time on his side to let the market decide how much his edge is worth.”

Perhaps the true Speculator — one who is on the front lines day after day — knows that to win big for his backers, he HAS to gamble. His only advantage is that he can choose when to play. 

A speculator strives to be professional, honorable, intellectual, serious, analytical, calm, selective and focused.

Whereas the gambler is corrupt, distracted, moody, impulsive, excitable, desperate and superstitious.

“gamblers are willing losers who occasionally win”

That is, gamblers risk their capital on propositions where the odds are either:

– unknown to them
– cannot be known

– which actual experience has shown to have negative expectation
– or which they know with mathematical precision to be negative

They are rewarded for doing so on a random schedule and a random reward size, which is a pattern of stimulus-response which behavioral scientists have established as one which induces the subject to engage in the behavior the longest without a reward, and creates superstitious as well as compulsive behavior patterns. Because they have traded reason for emotion, they tend not to follow reasonable and disciplined approach to sizing their bets, and often over bet, leading to ruin.

“speculators are willing winners who occasionally lose.” That is, speculators risk their capital on propositions where the odds are:

– known to have positive expectation, from (in increasing order of significance) theory, empirical testing, or actual trading experience

They occasionally get unlucky, and have losing streaks, but these players incorporate that risk into the determination of the expectation. Because their approach is reason-based rather than driven by emotion, they usually have disciplined programs for sizing their bets to get the maximum geometric growth of their capital given the characteristics of the return stream, their tolerance for drawdown.

If a player has positive expected value on a bet, then it is not a gamble at all. The house does not gamble. It builds positive expectation into its games. It is a willing winner, although it occasionally loses.