Stephen Wolfram - Is Mathematics Invented or Discovered?

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MT VOID 09/08/23 -- Vol. 42, No. 10, Whole Number 2292

📢#OutNow in #OA: 'Models in #Microeconomic Theory: Expanded Second Edition (She & He)' by Martin J. Osborne & Ariel Rubinstein.

Part I presents models of an #economic agent, discussing abstract models of preferences, choice, and decision-making under uncertainty, before turning to models of the #consumer, the #producer, and #monopoly. Part II introduces the concept of #equilibrium, beginning, unconventionally, with the models of the jungle and an #economy with indivisible goods, and continuing with models of an exchange economy, equilibrium with rational expectations, and an #economy with asymmetric information. Part III provides an introduction to #gametheory, covering #strategic and extensive #games and the concepts of #Nash #equilibrium and #subgame perfect equilibrium. Part IV gives a taste of the topics of #mechanismdesign, #matching, the #axiomatic analysis of #economic systems, and #socialchoice.

https://doi.org/10.11647/OBP.0361
https://doi.org/10.11647/OBP.0362

Models in Microeconomic Theory: Expanded Second Edition (She)

Models in Microeconomic Theory covers basic models in current microeconomic theory. Part I (Chapters 1-7) presents models of an economic agent, discussing abstract models of preferences, choice, and decision making under uncertainty, before turning to models of the consumer, the producer, and monopoly. Part II (Chapters 8-14) introduces the concept of equilibrium, beginning, unconventionally, with the models of the jungle and an economy with indivisible goods, and continuing with models of an exchange economy, equilibrium with rational expectations, and an economy with asymmetric information. Part III (Chapters 15-16) provides an introduction to game theory, covering strategic and extensive games and the concepts of Nash equilibrium and subgame perfect equilibrium. Part IV (Chapters 17-20) gives a taste of the topics of mechanism design, matching, the axiomatic analysis of economic systems, and social choice.

The Distance Between Numbers - Numberphile

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“It’s #axiomatic that any system preying upon the #vulnerabilities of the many, to profit the few, is both a #moral and #ethical #atrocity. #Capitalism embodies such a #system.”

My new #post is up over at Ian Welsh’s #blog. #SpeakTruthToPower

https://www.ianwelsh.net/capitalism-as-mental-illness/

Capitalism as Mental Illness, by Eric Anderson – Ian Welsh

A subtlety people sometimes forget about #Gödel's Incompleteness #Theorem: It not only says any sufficiently interesting #axiomatic theory has statements it can't prove (boring) -- it says that there are statements that are TRUE according to its own axioms, yet it cannot prove (WTF)
Axiomatic -self evident;evident without proof or argument
[See: Redbubble "WearYourWords"]
#wearyourwords #wearyourdictionary #axiomatic