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About us

Philosophers and Gamblers is a philosophy reading group for people who want to engage seriously with academic philosophy.

Our main weekly event is a Monday reading seminar where we work through philosophical papers slowly and carefully. We often spend multiple weeks on a single paper, reading passage by passage, reconstructing arguments, clarifying concepts, and debating what the author is actually claiming. The point is not to rush through material or collect impressive titles. The point is to understand the argument deeply enough that we can explain it, challenge it, and think with it.

Topics may include ethics, political philosophy, metaphysics, philosophy of mind, epistemology, social philosophy, philosophy of science, and other areas where serious arguments are being made. We keep a shared archive of past readings, so the group has continuity rather than just floating from topic to topic. You can see our past readings here: https://app.notion.com/p/Philosophy-Meetings-2332a602b2fc804f9be6e50c13d7d3a8?source=copy_link

This is not a casual opinion circle or a motivational discussion group. It is a place for people who enjoy reading difficult texts, asking precise questions, and staying with an argument until it finally starts to give up its secrets.

Some events in the group may be hosted by other organizers and may follow different formats, including online discussions. The Monday seminar is the core reading event: slow, focused, text-based, and argument-driven.

Upcoming events

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  • Life the Universe and Everything - general chat for the philosophically inclined

    Life the Universe and Everything - general chat for the philosophically inclined

    ·
    Online
    Online

    Another enjoyable free flowing discussion after the regular
    Saturday Melbourne Existentialist Society Meeting. Please feel free to join the Melbourne Existentialst Society meeting from 2 pm AEST
    https://www.meetup.com/existentialist-society/?eventOrigin=event_home_page

    Life the Universe Street Philosophy commences at cessation of
    The Melbourne Existentialist Society meeting.
    Some of the many topics we have discussed previously,
    some of which I could almost follow, are-

    The Id, Super Ego and Ego
    Where did the laws of physics come from?
    Why is there something rather than nothing?
    Does Truth exist independent of consciousness?
    Hard problem of consciousness.
    Conspiracy theories - is there a psychological profile of a habitual conspiracy Theorist.
    Previously
    Is it possible to have ojective Morality without a concept of God?
    Definition of "Information"
    How do we know how a particle behaves in an unobserved state if "unobserved" by definition means we don't blinking well see it?
    Meaning of meaning in "what is the meaning of life?"
    Definition of Language
    Ship of Thesis - is the "thing" just a construct?
    Tranendentalism
    Determinism
    Observer effect in quantum physics
    --------------
    Is there a why to human existence?
    Definition of experience.
    Method of applying reason.
    What does it mean to be "your authentic self?"
    Idealism v Realism - ABSOLUTE TRUTH - What does that mean ? does it exist ? Ontology, how equipped are we to fathom the nature of things? HARD PROBLEM OF CONSCIOUSNESS: WHERE DOES CONSCIOUSNESS ARISE?: DOES DNA TRANSLATE TO BEHAVIOUR?, IF SO HOW - definition of rationality - origins of "value" - precision of mathematics - concept of infinity.
    Have been having some great flowing discussion as topics arise following conclusion of existentialists meeting, Melbourne, Australia. Thanks to all attendees.
    General chat for the philosophically inclined about whatever comes up,
    suggest topics as suits you or -
    - possible topics
    Information
    - where is the information in an un opened book, does it exist when unobserved?
    Reason
    - what is the definition of reason
    does it exist in physical laws, i.e. if we can we say "the rock fell because of gravity", how is this different to "what is the reason she chose Pepsi max instead of Coke Zero?"
    Validity of evolutionary psychology:
    - what evidence is there for evolutionarily selected behaviour, given that we cannot observe the history of the emergence of neurological structures as we can observe evolutionarily selected anatomical changes?

    • Photo of the user
    • Photo of the user
    • Photo of the user
    10 attendees
  • SDIS: Do We Really Need Political Parties?

    SDIS: Do We Really Need Political Parties?

    ·
    Online
    Online

    Our speaker, Christopher Baylor, PhD, previews his talk: “Democrats and Republicans disagree about a great deal, but they tend to agree on one thing: The other party is a major part of what is wrong with American politics. What if the problem goes deeper than either party?

    “I ask whether political parties are really as necessary to democracy as other political scientists say. Political parties provide informational shortcuts for voters and mobilize turnout, but doing so at the cost of undermining political checks and balances as well as encouraging a form of motivated reasoning toward the in-group and against the out-group. What would we gain, and what might we lose, if parties as such played a much smaller role in American political life?”

    This lecture is sponsored by the San Diego Independent Scholars. The location is at the North University Community Library, 8820 Judicial Drive, San Diego, CA 92122. Attendance is free to the public. The lecture will be Zoomcast.

    Speaker's Bio: Christopher Baylor is a political scientist and author of The Case Against Political Parties (2026, Palgrave Macmillan) and First to the Party: The Group Origins of Political Trans­form­ation (2018, Univ. of Pennsylvania Press). His research focuses on American political parties, interest groups, and political reform. His writings have been published by Studies in American Political Development, Political Science Quarterly, the Washington Post, and Fortune. He received his doctorate from the University of California, Los Angeles and received his master’s degree from Brown University. He was also a Congressional Fellow in Washington, D.C., where he worked in the U.S. House of Representatives. He has taught at Wellesley College, the College of the Holy Cross, and currently as a lecturer at UCLA.

    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)

    • Photo of the user
    • Photo of the user
    • Photo of the user
    6 attendees

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Organizers

Phil and 5 others are Super Organizers