Admitting one is wrong is needed more often than not in chess as in life.
With the analogy to life, does chess provide some insight into or benefit that connects with life?
Chess makes this point easier to understand, because mistakes are often clearly identifiable in retrospect and not learning from them will lead to the same pattern being repeated in future games. In life sometimes "mistakes" can be harder to quantify and therefore easier to deny.
I find it difficult to get excited about mastering chess. All that effort and for what gain?
What motivates chess players? As I see from this game example that with enough brain power, you essentially duel to a near draw (both black and white have the same number of pieces) probably with random outcome.
Motivation is different for every player. For some it is about the enjoyment of competition, others see chess as a type of art and express their creativity by harmoniously directing their pieces.
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When playing multiple timed games at once scenario 2 is obviously far superior. Skilled announcers and perfect algebraic descriptions are key.
Your answer helped me understand. Thank you.
Okay so pattern recognition applies to life, e.g. as follows...
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I think it has been generally the case throughout all cryptographic research I have reviewed that all anonymous mixnets have some DoS vulnerability if there isn't some identifiable non-free resource to attach to each participation.
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Which I think was also obvious from that fact that CN one-time rings can be unmasked if an adversary can correlate IP addresses to persistent identities.
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So chess is related to recognizing unfathomable possible patterns formed from a finite set of generative rules, whereas afaics life is choosing which patterns to focus on generated from an unfathomable set of input entropy. In chess, the input entropy is the creativity of your opponent (within that finite set of generative rules and as you say more games introduces more entropy) whereas in life the relevant entropy is the scope of the Coasian temporal illusion (spacetime being one such illusion) you choose.
I believe I can eventually conceptually relate this into the theory of chaos:
https://bitcointalksearch.org/topic/m.13025343Again looking for generalizing patterns.
I think the reason I am not exceptional at chess is my brain isn't optimized to compute (and especially store in memory many) long sequential patterns as rapidly as possible. Also storing a large quantity of intricate patterns. Whereas, my brain seems to be more optimized in performing reductionist logic (minimizing the number and/or entropy of patterns I need to store). I recognized this early in life where many people could memorize a long series of tones more reliably than I could. Yet my reading comprehension was higher than theirs typically. When I was 5 years old, my father was attempting to form the optimum design for the bed he was constructing for the rear of his VW bus and I was able to make some instant geometrical suggestions. There were photos of me in diapers and constructing things with shapes and even a plastic hammer. My mother says I was the only kid she knew that deconstructed all of toys instead of playing with them (and I retorted, "Mom that is playing with them").
In my subjects at school, I would always try to reduce the patterns I had to memorize by trying to form a generative theory. I applied this to math, history, etc.. So perhaps what I dislike about chess is the generative essence is the finite generative rules, but the entropy set is expansive instead of reductionist, i.e. I presume the chess masters have stored more entropy and have excellent finely grained long-term memory recall. For example, I can often remember that I know a precise vocabulary word for the context I am composing, but can't remember the word! I have to expend quite a bit of effort to recall from my long-term memory. Appears my brain might be doing the equivalent of Google's deprioritization of infrequently accessed memory stores (moving them to slower to recall storage).