- Dec 2024
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www.ordinarymind.com www.ordinarymind.com
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The great koan collection, Mumonkan, means The Gateless Gate. Gateless Gate means you can enter the Way anywhere, even here, even now, even like this. The great dualism in our lives as lay people is to imagine this divide between us and the real thing, to feel that the gate is a monastery gate, the gate right here.
for - Zen - meaning of the Mumonkan koan collection - the Gateless Gate - anyone can enter the Way anywhere - even here and now - Barry Magid - adjacency - Mumonkan - Deep Humanity - generalized Gateless Gate for all cultures ensnared by the - polycrisis - spiral dynamics
adjacency - between - Zen Mumonkan Koan collection - generalized Gateless Gate - Deep Humanity - Spiral Dynamics - polycrisis - adjacency relationship - Spiral dynamics - revisiting Mumonkan koans many decades later, I can see how my aspirations with Deep Humanity has been connected to the Gateless Gate - I've always conceived of open source praxis of Deep Humanity as a kind of Gateless Gate, - In this way, it has its roots in it - Mumonkan had to evolve for the context of the polycrisis, which touches EVERY culture so - the culture of one particular esoteric spiritual path would be frowned upon by many other established traditions - In this case, having a generalized Gateless Gate is necessary to address the polycrisis so that everyone is included - Deep Humanity is best seen as the Gateless Gate for any human INTERbeCOMing, anywhere and anyone can enter the way that defines our species
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- Oct 2024
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Local file Local file
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Cohen (Independence of the Axiomof Choice; The Independence of the Continuum Hypothesis I, I1) completed theproof of independence for each by showing neither could be deduced from theexisting axioms (by showing the negation of each could consistently be added tothe Zermelo—Fraenkel axiom scheme). See P. J. Cohen (Set Theory and theContinuum Hypothesis) for a discussion of these results and his intuition about thecontinuum hypothesis. Another expository reference is Cohen (IndependenceResults in Set Theory).
In 1963 Paul Cohen completed the work of Gödel by proving the independence of the axiom of choice and the continuum hypothesis from the Zermelo-Fraenkel set theory axioms. He did this by showing that neither could be deduced from the existing axioms and specifically by showing that the negation of each could be added to ZF consistently.
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Godel (The Consistency of the Axiom of Choice and of the Generalized Con-tinuum Hypothesis with the Axioms of Set Theory) proved in 1940 that additionof either the axiom of choice or the continuum hypothesis to existing set theoreticaxioms would not produce a contradiction.
Gödel's breakthrough in 1940 was to prove that one could extend the axioms of set theory to include the axiom of choice or the continuum hypothesis without introducing contradictions.
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- Jan 2024
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gitlab.com gitlab.com
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Such a generic approach will allow the Relations to fit any reasonable workflow, because possible relations are defined by users, just like the Labels are.
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- Feb 2022
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psyarxiv.com psyarxiv.com
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Horita, Y., & Yamazaki, M. (2022). Generalized and behavioral trust: Correlation with nominating close friends in a social network. PsyArXiv. https://doi.org/10.31234/osf.io/xu8k3
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- Jul 2021
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Morales, S., Zeytinoglu, S., Lorenzo, N., Chronis-Tuscano, A., Degnan, K. A., Almas, A. N., Pine, D. S., & Fox, N. (2021). Which anxious adolescents are most impacted by the COVID-19 pandemic? [Preprint]. PsyArXiv. https://doi.org/10.31234/osf.io/27sgp
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- Feb 2021
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psyarxiv.com psyarxiv.com
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Gaitán-Rossi, P., Pérez Hernández, V. H., Vilar-Compte, M., & Belismelis, G. T. (2020). Monthly prevalence of generalized anxiety disorder during the COVID-19 pandemic in Mexico. PsyArXiv. https://doi.org/10.31234/osf.io/t9n7k
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psyarxiv.com psyarxiv.com
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Hoffart, A., Johnson, S. U., & Ebrahimi, O. V. (2020). The network structure of stress-related states, depression, and anxiety symptoms during the COVID-19 lockdown. PsyArXiv. https://doi.org/10.31234/osf.io/xa8qk
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www.quora.com www.quora.com
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the 2 hardest problems in computer science are essentially the 2 hardest problems of life in general, as far as humans and information are concerned.
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The non-determinism is why cache invalidation — and that other hard problem, naming things — are uniquely and intractably hard problems in computer science. Computers can perfectly solve deterministic problems. But they can’t predict when to invalidate a cache because, ultimately, we, the humans who design and build computational processes, can’t agree on when a cache needs to be invalidated.
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I like the answers already given, but I think they both could use an even more top-level, generalized explanation.
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Cache invalidation is hard because: Everything in life we want to know, changes.Those changes are non-deterministic.
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- Aug 2020
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arxiv.org arxiv.org
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Ran, Y., Deng, X., Wang, X., & Jia, T. (2020). A generalized linear threshold model for an improved description of the spreading dynamics. Chaos: An Interdisciplinary Journal of Nonlinear Science, 30(8), 083127. https://doi.org/10.1063/5.0011658
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- Apr 2020
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Moyers, S. A., & Hagger, M. S. (2020, April 20). Physical activity and sense of coherence: A meta-analysis. https://doi.org/10.31234/osf.io/d9e3k
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- Jan 2020
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www.sthda.com www.sthda.com
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You can also fit generalized additive models (Chapter @ref(polynomial-and-spline-regression)), when linearity of the predictor cannot be assumed. This can be done using the mgcv package:
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- Jan 2017
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psgt.earth.lsa.umich.edu psgt.earth.lsa.umich.edu
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Pressure and Temperature increase with depth into the earth
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