The inability of the IPCC to attribute bad weather to humans has been viewed by climate advocates as “politically problematic”, continues Pielke. He notes the work of climate activists Elizabeth Lloyd and Naomi Oreskes...
Dr Judith Curry gives the 2024 Annual GWPF Lecture on the subject of 'Climate Uncertainty and Risk'.
AI admits global historical weather data was sparse … “significant limitations to our certainty about global mean temperatures.”
There is no magic wand, no scientific alchemy, that can easily upend cognitive catastrophizing about weather events.
The IPCC is just a big consensus manufacturing exercise.
There are cycles within cycles, and by their very nature they can appear to keep reversing and they do affect the climate. If we took notice of them, we might be able to forecast when the Thames is likely to next ice over.
Climate change has become a secular religion, rife with dogma, heretics and moral-tribal communities. The secular religion of climate change raises concerns that are far more fundamental than the risks of bad policy. At...
He also has peer-reviewed publications on the intelligent design myth, the science is philosophy myth, the noble savage myth, the human-caused global warming myth, and the academic STEM culture of sexual harassment myth.
…models are pushing further and further into the domain of the ‘terra incognita.
Tune in to the show for a review by the Dr. Curry herself. We'll also take a look at some of the silliest climate news of the week!
This is one book that is far different, with a difference that is important. It has been written by a real climate scientist.
.Tom Nelson Dr. Judith Curry is President and co-founder of CFAN. Following an influential career in academic research and administration, Curry founded CFAN to support the management of weather and…
The IPCC’s manufacture of consensus has done incalculable harm to climate science and the policy making that is informed by climate science.
What are daisy-chained probabilities? This type of scenario can be stated: “If this, and then this, and then if this then that.” The events have to take place in a specified order, each one having its own probability.
To make the dicing example into true absolute measurement uncertainty, in which we give a stated value and its known uncertainty but do not (and cannot) know the actual (or true) value, we will place the dice inside a closed...
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