The fact that the poor methodologic quality of medical research is even worse than what Doug found 30 years ago is a true scandal. I can pick up any copy of the best medical journals and get nauseated. And you should see the papers that are rejected ...
The 30 year anniversary for Doug Altmann’s famous words is right around the corner and it’s only gotten much worse, not least during the pandemic: “We need less research, better research, and research done for the right reasons” #medsky #stats www.bmj.com/content/308/...
The scandal of poor medical research
We need less research, better research, and research done for the right reasons
What should we think about a doctor who uses the wrong treatment, either wilfully or through ignorance, or who uses the...
www.bmj.com
January 19, 2024 at 8:22 PM
The fact that the poor methodologic quality of medical research is even worse than what Doug found 30 years ago is a true scandal. I can pick up any copy of the best medical journals and get nauseated. And you should see the papers that are rejected ...
Full blog post is here: www.survey160.com/methodologic...
The Public’s Concerns about AI (and “Probability of Doom”) — Survey 160
In our last post , we reported the results of a survey that showed the public to be relatively unenthusiastic about current large language model artificial intelligence (AI) technology, and includi...
www.survey160.com
March 5, 2025 at 6:35 PM
Full blog post is here: www.survey160.com/methodologic...
link 📈🤖
Regression-based proximal causal inference for right-censored time-to-event data () arXiv:2409.08924v1 Announce Type: new
Abstract: Unmeasured confounding is one of the major concerns in causal inference from observational data. Proximal causal inference (PCI) is an emerging methodologic
Regression-based proximal causal inference for right-censored time-to-event data () arXiv:2409.08924v1 Announce Type: new
Abstract: Unmeasured confounding is one of the major concerns in causal inference from observational data. Proximal causal inference (PCI) is an emerging methodologic
January 20, 2025 at 7:08 PM
link 📈🤖
Regression-based proximal causal inference for right-censored time-to-event data () arXiv:2409.08924v1 Announce Type: new
Abstract: Unmeasured confounding is one of the major concerns in causal inference from observational data. Proximal causal inference (PCI) is an emerging methodologic
Regression-based proximal causal inference for right-censored time-to-event data () arXiv:2409.08924v1 Announce Type: new
Abstract: Unmeasured confounding is one of the major concerns in causal inference from observational data. Proximal causal inference (PCI) is an emerging methodologic
Philosophical and mathematical reflection on Riemann’s hypothesis. II The ontomathematical proof of Riemann’s hypothesis in Hilbert arithmetic https://osf.io/vkwtm The proper mathematical proof of Riemann’s hypothesis (RH) in Hilbert mathematics is suggested. It follows the methodologic #sociology
May 27, 2025 at 9:13 PM
Philosophical and mathematical reflection on Riemann’s hypothesis. II The ontomathematical proof of Riemann’s hypothesis in Hilbert arithmetic https://osf.io/vkwtm The proper mathematical proof of Riemann’s hypothesis (RH) in Hilbert mathematics is suggested. It follows the methodologic #sociology
Philosophical and mathematical reflection on Riemann’s hypothesis. II The ontomathematical proof of Riemann’s hypothesis in Hilbert arithmetic https://osf.io/vkwtm The proper mathematical proof of Riemann’s hypothesis (RH) in Hilbert mathematics is suggested. It follows the methodologic #sociology
May 31, 2025 at 7:56 AM
Philosophical and mathematical reflection on Riemann’s hypothesis. II The ontomathematical proof of Riemann’s hypothesis in Hilbert arithmetic https://osf.io/vkwtm The proper mathematical proof of Riemann’s hypothesis (RH) in Hilbert mathematics is suggested. It follows the methodologic #sociology
Philosophical and mathematical reflection on Riemann’s hypothesis. II The ontomathematical proof of Riemann’s hypothesis in Hilbert arithmetic https://osf.io/vkwtm The proper mathematical proof of Riemann’s hypothesis (RH) in Hilbert mathematics is suggested. It follows the methodologic #sociology
June 4, 2025 at 1:22 PM
Philosophical and mathematical reflection on Riemann’s hypothesis. II The ontomathematical proof of Riemann’s hypothesis in Hilbert arithmetic https://osf.io/vkwtm The proper mathematical proof of Riemann’s hypothesis (RH) in Hilbert mathematics is suggested. It follows the methodologic #sociology
Philosophical and mathematical reflection on Riemann’s hypothesis. II The ontomathematical proof of Riemann’s hypothesis in Hilbert arithmetic https://osf.io/vkwtm The proper mathematical proof of Riemann’s hypothesis (RH) in Hilbert mathematics is suggested. It follows the methodologic #sociology
May 31, 2025 at 12:06 PM
Philosophical and mathematical reflection on Riemann’s hypothesis. II The ontomathematical proof of Riemann’s hypothesis in Hilbert arithmetic https://osf.io/vkwtm The proper mathematical proof of Riemann’s hypothesis (RH) in Hilbert mathematics is suggested. It follows the methodologic #sociology
New at Survey 160's blog: We're trying something new and have piloted the first in what we intend as an ongoing tracking survey. The first data release, with presidential approval and generic Congressional Ballot, plus a survey experiment, is here: www.survey160.com/methodologic...
Introducing the Survey 160 Tracking Poll — Survey 160
Today we are releasing the first set of results from a pilot of a new project of Survey 160: a recurring tracking poll. These polls will track presidential approval and generic house ballot, among oth...
www.survey160.com
September 10, 2025 at 6:22 PM
New at Survey 160's blog: We're trying something new and have piloted the first in what we intend as an ongoing tracking survey. The first data release, with presidential approval and generic Congressional Ballot, plus a survey experiment, is here: www.survey160.com/methodologic...
Sharing Big Video Data: Ethics, Methods, and Technology https://journals.sagepub.com/doi/abs/10.1177/00491241241277524?ai=2b4&mi=ehikzz&af=R Data sharing and transparency are becoming more common across the social sciences. In this article, we provide an overview of ethical, methodologic #sociology
November 29, 2024 at 8:25 PM
Sharing Big Video Data: Ethics, Methods, and Technology https://journals.sagepub.com/doi/abs/10.1177/00491241241277524?ai=2b4&mi=ehikzz&af=R Data sharing and transparency are becoming more common across the social sciences. In this article, we provide an overview of ethical, methodologic #sociology
Philosophical and mathematical reflection on Riemann’s hypothesis. II The ontomathematical proof of Riemann’s hypothesis in Hilbert arithmetic https://osf.io/vkwtm The proper mathematical proof of Riemann’s hypothesis (RH) in Hilbert mathematics is suggested. It follows the methodologic #sociology
June 1, 2025 at 8:28 PM
Philosophical and mathematical reflection on Riemann’s hypothesis. II The ontomathematical proof of Riemann’s hypothesis in Hilbert arithmetic https://osf.io/vkwtm The proper mathematical proof of Riemann’s hypothesis (RH) in Hilbert mathematics is suggested. It follows the methodologic #sociology
Philosophical and mathematical reflection on Riemann’s hypothesis. II The ontomathematical proof of Riemann’s hypothesis in Hilbert arithmetic https://osf.io/vkwtm The proper mathematical proof of Riemann’s hypothesis (RH) in Hilbert mathematics is suggested. It follows the methodologic #sociology
May 29, 2025 at 6:09 AM
Philosophical and mathematical reflection on Riemann’s hypothesis. II The ontomathematical proof of Riemann’s hypothesis in Hilbert arithmetic https://osf.io/vkwtm The proper mathematical proof of Riemann’s hypothesis (RH) in Hilbert mathematics is suggested. It follows the methodologic #sociology
I highly recommend reading this super interesting paper just published in JCO:
“Why Adjuvant Treatment With a CDK4/6 Inhibitor Should Be Recommended for Women With High-Risk Breast Cancer: Methodologic Considerations on Available Evidence".
📖 Full paper: ascopubs.org/doi/10.1200/...
“Why Adjuvant Treatment With a CDK4/6 Inhibitor Should Be Recommended for Women With High-Risk Breast Cancer: Methodologic Considerations on Available Evidence".
📖 Full paper: ascopubs.org/doi/10.1200/...
Why Adjuvant Treatment With a CDK4/6 Inhibitor Should Be Recommended for Women With High-Risk Breast Cancer: Methodologic Considerations on Available Evidence
ascopubs.org
September 23, 2025 at 9:08 AM
I highly recommend reading this super interesting paper just published in JCO:
“Why Adjuvant Treatment With a CDK4/6 Inhibitor Should Be Recommended for Women With High-Risk Breast Cancer: Methodologic Considerations on Available Evidence".
📖 Full paper: ascopubs.org/doi/10.1200/...
“Why Adjuvant Treatment With a CDK4/6 Inhibitor Should Be Recommended for Women With High-Risk Breast Cancer: Methodologic Considerations on Available Evidence".
📖 Full paper: ascopubs.org/doi/10.1200/...
Philosophical and mathematical reflection on Riemann’s hypothesis. II The ontomathematical proof of Riemann’s hypothesis in Hilbert arithmetic https://osf.io/vkwtm The proper mathematical proof of Riemann’s hypothesis (RH) in Hilbert mathematics is suggested. It follows the methodologic #sociology
June 2, 2025 at 12:08 AM
Philosophical and mathematical reflection on Riemann’s hypothesis. II The ontomathematical proof of Riemann’s hypothesis in Hilbert arithmetic https://osf.io/vkwtm The proper mathematical proof of Riemann’s hypothesis (RH) in Hilbert mathematics is suggested. It follows the methodologic #sociology
Risk prediction models are widely studied in the surgical literature and commonly developed using logistic regression. This provides an overview of the various methodologic issues to consider when developing or validating a risk prediction model and more.
journals.lww.com/jtr...
journals.lww.com/jtr...
May 28, 2025 at 3:00 PM
Risk prediction models are widely studied in the surgical literature and commonly developed using logistic regression. This provides an overview of the various methodologic issues to consider when developing or validating a risk prediction model and more.
journals.lww.com/jtr...
journals.lww.com/jtr...
Trying to practice what I preach, here's a deep dive on LLMs for "synthetic samples". Short version, no, we don't think these are good use of LLMs www.survey160.com/methodologic...
July 16, 2025 at 4:31 PM
Trying to practice what I preach, here's a deep dive on LLMs for "synthetic samples". Short version, no, we don't think these are good use of LLMs www.survey160.com/methodologic...
Philosophical and mathematical reflection on Riemann’s hypothesis. II The ontomathematical proof of Riemann’s hypothesis in Hilbert arithmetic https://osf.io/vkwtm The proper mathematical proof of Riemann’s hypothesis (RH) in Hilbert mathematics is suggested. It follows the methodologic #sociology
May 29, 2025 at 2:35 PM
Philosophical and mathematical reflection on Riemann’s hypothesis. II The ontomathematical proof of Riemann’s hypothesis in Hilbert arithmetic https://osf.io/vkwtm The proper mathematical proof of Riemann’s hypothesis (RH) in Hilbert mathematics is suggested. It follows the methodologic #sociology
Philosophical and mathematical reflection on Riemann’s hypothesis. II The ontomathematical proof of Riemann’s hypothesis in Hilbert arithmetic https://osf.io/vkwtm The proper mathematical proof of Riemann’s hypothesis (RH) in Hilbert mathematics is suggested. It follows the methodologic #sociology
June 3, 2025 at 5:40 PM
Philosophical and mathematical reflection on Riemann’s hypothesis. II The ontomathematical proof of Riemann’s hypothesis in Hilbert arithmetic https://osf.io/vkwtm The proper mathematical proof of Riemann’s hypothesis (RH) in Hilbert mathematics is suggested. It follows the methodologic #sociology
Methodological Aspects of the Development of Low Temperature Physics 1881–1956: Concepts Out of Context(s) (Science and Philosophy, 4) 1989th Edition by K. Gavroglu (PDF)
Author: K. Gavroglu
File Type: PDF
Download at sci-books.com/methodologic...
#, #K.Gavroglu
Author: K. Gavroglu
File Type: PDF
Download at sci-books.com/methodologic...
#, #K.Gavroglu
August 11, 2025 at 2:51 AM
Methodological Aspects of the Development of Low Temperature Physics 1881–1956: Concepts Out of Context(s) (Science and Philosophy, 4) 1989th Edition by K. Gavroglu (PDF)
Author: K. Gavroglu
File Type: PDF
Download at sci-books.com/methodologic...
#, #K.Gavroglu
Author: K. Gavroglu
File Type: PDF
Download at sci-books.com/methodologic...
#, #K.Gavroglu
Philosophical and mathematical reflection on Riemann’s hypothesis. II The ontomathematical proof of Riemann’s hypothesis in Hilbert arithmetic https://osf.io/vkwtm The proper mathematical proof of Riemann’s hypothesis (RH) in Hilbert mathematics is suggested. It follows the methodologic #sociology
June 1, 2025 at 12:37 PM
Philosophical and mathematical reflection on Riemann’s hypothesis. II The ontomathematical proof of Riemann’s hypothesis in Hilbert arithmetic https://osf.io/vkwtm The proper mathematical proof of Riemann’s hypothesis (RH) in Hilbert mathematics is suggested. It follows the methodologic #sociology
Wasiq Silan is one of the organizers of the conference "Methodological Turns and Interpretive Twists in the Humanities and Social Sciences", together with HCAS Fellow Lina Klymenko. The event takes place today and tomorrow at HCAS.
Program: blogs.helsinki.fi/methodologic...
Program: blogs.helsinki.fi/methodologic...
Program – Methodological Turns and Interpretive Twists in the Humanities and Social Sciences
blogs.helsinki.fi
February 6, 2025 at 7:29 AM
Wasiq Silan is one of the organizers of the conference "Methodological Turns and Interpretive Twists in the Humanities and Social Sciences", together with HCAS Fellow Lina Klymenko. The event takes place today and tomorrow at HCAS.
Program: blogs.helsinki.fi/methodologic...
Program: blogs.helsinki.fi/methodologic...
🎨🔍 Do you know about arts-based research methods like BodyMaps or Postcards from the Future?
This week, #IMBRACE kicks off a 3-day workshop w/ Nyam Nyam collective to deepen participatory tools for working w/ marginalized communities on #climatejustice imbrace-erc.org/methodologic...
Read on🧵👇
This week, #IMBRACE kicks off a 3-day workshop w/ Nyam Nyam collective to deepen participatory tools for working w/ marginalized communities on #climatejustice imbrace-erc.org/methodologic...
Read on🧵👇
May 5, 2025 at 2:16 PM
🎨🔍 Do you know about arts-based research methods like BodyMaps or Postcards from the Future?
This week, #IMBRACE kicks off a 3-day workshop w/ Nyam Nyam collective to deepen participatory tools for working w/ marginalized communities on #climatejustice imbrace-erc.org/methodologic...
Read on🧵👇
This week, #IMBRACE kicks off a 3-day workshop w/ Nyam Nyam collective to deepen participatory tools for working w/ marginalized communities on #climatejustice imbrace-erc.org/methodologic...
Read on🧵👇
Philosophical and mathematical reflection on Riemann’s hypothesis. II The ontomathematical proof of Riemann’s hypothesis in Hilbert arithmetic https://osf.io/vkwtm The proper mathematical proof of Riemann’s hypothesis (RH) in Hilbert mathematics is suggested. It follows the methodologic #sociology
June 5, 2025 at 1:37 AM
Philosophical and mathematical reflection on Riemann’s hypothesis. II The ontomathematical proof of Riemann’s hypothesis in Hilbert arithmetic https://osf.io/vkwtm The proper mathematical proof of Riemann’s hypothesis (RH) in Hilbert mathematics is suggested. It follows the methodologic #sociology
Despite its limitations and methodologic issues, the study provides valuable data that builds on prior research, and its application may help to avoid unnecessary follow-up testing in such patients.
www.ajronline.org
December 3, 2024 at 7:00 PM
Despite its limitations and methodologic issues, the study provides valuable data that builds on prior research, and its application may help to avoid unnecessary follow-up testing in such patients.
👀 Have you heard of our podcast?
EPITalk: Behind the Paper is a podcast series sharing behind the scenes of groundbreaking articles recently published in the journal. Promoting thought-provoking conversations on the latest findings and developments in epidemiologic and methodologic research.
EPITalk: Behind the Paper is a podcast series sharing behind the scenes of groundbreaking articles recently published in the journal. Promoting thought-provoking conversations on the latest findings and developments in epidemiologic and methodologic research.
February 10, 2025 at 6:43 PM
👀 Have you heard of our podcast?
EPITalk: Behind the Paper is a podcast series sharing behind the scenes of groundbreaking articles recently published in the journal. Promoting thought-provoking conversations on the latest findings and developments in epidemiologic and methodologic research.
EPITalk: Behind the Paper is a podcast series sharing behind the scenes of groundbreaking articles recently published in the journal. Promoting thought-provoking conversations on the latest findings and developments in epidemiologic and methodologic research.
Philosophical and mathematical reflection on Riemann’s hypothesis. II The ontomathematical proof of Riemann’s hypothesis in Hilbert arithmetic https://osf.io/vkwtm The proper mathematical proof of Riemann’s hypothesis (RH) in Hilbert mathematics is suggested. It follows the methodologic #sociology
May 29, 2025 at 10:10 PM
Philosophical and mathematical reflection on Riemann’s hypothesis. II The ontomathematical proof of Riemann’s hypothesis in Hilbert arithmetic https://osf.io/vkwtm The proper mathematical proof of Riemann’s hypothesis (RH) in Hilbert mathematics is suggested. It follows the methodologic #sociology