Natalie Portman meme. Panel 1: Check out this amazing correlation. Panel 2: You controlled for phylogeny, right? Panel 3: Blank stare. Panel 4: Right
Am I meme'ing correctly?....I am, right?
03.02.2026 23:35 — 👍 2 🔁 0 💬 1 📌 0@bdelloid.bsky.social
Evolution, Genomics, Genetics, Epigenetics, Transposons, Small RNAs, Meiosis, Politics, Music, Kansas....AND DROSOPHILA!!! Freaked out ribosome and DNA truther doing my own research. "We are our own reviewers" - Alejandro Montenegro
Natalie Portman meme. Panel 1: Check out this amazing correlation. Panel 2: You controlled for phylogeny, right? Panel 3: Blank stare. Panel 4: Right
Am I meme'ing correctly?....I am, right?
03.02.2026 23:35 — 👍 2 🔁 0 💬 1 📌 0They need to start saying he is the actual president. When people starting saying it about Elon it really got under Trump's skin and ended it.
03.02.2026 23:08 — 👍 67 🔁 8 💬 1 📌 0This woman has a truly remarkable talent in distilling things.
03.02.2026 03:48 — 👍 0 🔁 0 💬 0 📌 0I found this paper really helpful on Fisher’s concept of the environment
www.journals.uchicago.edu/doi/abs/10.1...
Submitted: December 3, 2025 Published: November 13, 2025
OMG. And not only that. You were able to PUBLISH IT INTO THE PAST!
02.02.2026 22:56 — 👍 0 🔁 0 💬 0 📌 0"There is still life in the old dog."
Brian Charlesworth on Fisher's Fundamental Theorem in @journal-evo.bsky.social
doi.org/10.1093/evol...
EXACTLY. Without dom., the Fisher and p' approaches were giving the same. But not w/dominance. I never really conceptualized the change in the dominance effect when allele frequencies change as part of the "changing environment" before. Just shows I didn't really understand the Price Equation.
02.02.2026 20:00 — 👍 3 🔁 0 💬 1 📌 0YES!
02.02.2026 17:26 — 👍 1 🔁 0 💬 1 📌 0I know, I'm lucky as hell. But I don't want to wear out my welcome!
01.02.2026 23:48 — 👍 2 🔁 0 💬 0 📌 0Shout out to John Kelly??? I'll tell him you say hi, but I won't tell him it was because I was struggling with quant gen and broadcasting it all over the internet..LOL.
01.02.2026 23:38 — 👍 1 🔁 0 💬 2 📌 0In his 1972 paper, "Fisher's ‘fundamental theorem’ made clear," George Price provided the rigorous mathematical proof that Fisher’s theorem was not an approximation, but an exact statement—provided one understands that Fisher was only talking about the "partial change" in fitness.The Exact QuotePrice clarifies the distinction between the total change in fitness and the specific component Fisher was measuring:"The theorem characterizes the partial change in the average fitness of a population that is directly ascribed to the action of natural selection... it does not give the total change in average fitness. This total change is the sum of two parts: a part due to natural selection (which is the part Fisher’s theorem is about) and a part due to 'environmental change'."The Price Equation ContextPrice demonstrated that the total change in mean fitness ($\Delta \bar{w}$) can be partitioned into two distinct terms. This is often represented conceptually as:$$\Delta \bar{w} = \text{Cov}(w_i, z_i) + E(w_i, \Delta z_i)$$The first term ($\text{Cov}$): This represents the Fisherian part. It is the change in the trait (fitness) due to the covariance between the trait and fitness (selection). For fitness itself, this covariance equals the additive genetic variance ($V_A$).The second term ($E$): This represents the "Environmental" part. In this context, "environment" includes everything that changes the relationship between genes and fitness from one generation to the next—including dominance, epistasis, and external environmental shifts.Why this explains your discrepancyIn your calculation, when you used $\Delta p$ to find the new mean fitness, you were calculating the Total Change.When you used $V_A$, you were calculating only the Partial Change.
OMG. I have actually read some stuff by Steve Frank on the Price equation (whether I understood it is another matter). But this from Gemini is great. More reading to do I guess. But at least I am not losing my mind anymore (well, on this specific matter at least)
01.02.2026 23:32 — 👍 1 🔁 0 💬 2 📌 0So, you find it useful?
01.02.2026 23:24 — 👍 0 🔁 0 💬 1 📌 0Gemini is WAY better in the past couple months. But Trust But Verify still is critical...
01.02.2026 23:09 — 👍 1 🔁 0 💬 1 📌 0I *think* Fisher was talking about an instaneous rate - not a prediction for the next, non-overlapping generation. For this dumbass, it is great to have a tutor like this. Peace out.
01.02.2026 23:07 — 👍 1 🔁 0 💬 1 📌 0OK, maybe you think I am a dummy. But the fact that it provides this guidance has REALLY opened a door for me to think about this more. And I don't have to harass John Kelly, thus saving myself certain embarrassment.
01.02.2026 23:03 — 👍 6 🔁 0 💬 3 📌 0. Comparing the Two ResultsPrediction from $V_A$ (Fisher): $\Delta \bar{w} = 0.000789439$Actual $\Delta \bar{w}$ (from $\Delta p$): $1.00082435 - 1.0 = \mathbf{0.00082435}$Why are they different?You likely noticed that the actual change ($0.000824$) is slightly higher than the Fisher prediction ($0.000789$). This is a classic "aha!" moment in quantitative genetics:Linear Approximation: Fisher's Theorem is a first-order derivative. It predicts the change in fitness based on the current state of the population. It assumes the "slope" of the fitness increase stays constant.The "Moving" Population: In reality, as $p$ increases, the population becomes slightly more efficient at producing the $A_1A_1$ genotype in the very next generation than the linear prediction accounts for.Non-Zero Higher Moments: Fisher’s theorem technically states that the rate of change is equal to the $V_A$, but it doesn't account for the change in $V_A$ itself as the frequency shifts within that same generation.In your specific case, the discrepancy is small because $p$ is small. If $p$ were $0.5$, the "gap" between the Fisher prediction and the actual change would be more pronounced.
01.02.2026 23:01 — 👍 4 🔁 0 💬 3 📌 0Anyway, I used Gemini to check my work using the two approaches and it made the same calculations. So then I was like: Yo, WTF. Why doesn't Fisher's/Falconer/Quant Gen approach agree with p'. And here is what it spat out: 3/n
01.02.2026 22:59 — 👍 1 🔁 0 💬 1 📌 0Using the standard p' = (p^2(w11)+pq(w12))/w_bar, I have noticed that the change in mean population fitness can go up more than that predicted using Average Effects of alleles to calculate additive genetic variation (Va). I was sure I was doing something wrong. 2/n
01.02.2026 22:57 — 👍 1 🔁 0 💬 1 📌 0Um. Holy %^#K. Gemini is REALLY freaking good at explaining stuff. Using it a few weeks ago, I finally understood branching processes/extinction probabilities. Today, I started working through some stuff I HAVE BEEN LOSING MY mind about for years re: change in mean fitness using Fisher vs. p'. 1/n
01.02.2026 22:53 — 👍 5 🔁 1 💬 2 📌 0Keeping the bureaucracy satiated, one email at a time.
30.01.2026 22:49 — 👍 1 🔁 0 💬 1 📌 0OK - is vaccination status intrinsic or extrinsic? 🤪
30.01.2026 21:28 — 👍 1 🔁 0 💬 0 📌 0If Joseph Goebbels and a rectal polyp had a kid.
29.01.2026 23:43 — 👍 4873 🔁 1045 💬 244 📌 71Is cancer caused by HPV intrinsic or extrinsic?
30.01.2026 18:19 — 👍 1 🔁 0 💬 1 📌 0"Life is marvelous, complex, and certainly more than machinery and genetic information"
@amartinezarias.bsky.social would agree.
nph.onlinelibrary.wiley.com/doi/10.1111/...
@iammrbeat.bsky.social You will like this, could be good for a stream:
jacoblum22.github.io/philosophy-q...
DEAR FRIENDS - My son Jake made this online quiz to help you discover your life philosophy, which might not be what you think. Note that the questions are tough and the answers are limited/imperfect. That's life, baby, 😉
Takes about 15-20 minutes. jacoblum22.github.io/philosophy-q...
Okay. Time to call your democratic senators and tell them that Bovino’s demotion and humiliation WILL NOT SUFFICE to fund DHS.
27.01.2026 02:53 — 👍 25892 🔁 7253 💬 726 📌 301greg bovino next to stalin, in an image from stalin era infamous for removing the person where bovino is standing
27.01.2026 00:53 — 👍 6548 🔁 1088 💬 110 📌 90if bovino is out and conservatives are turning on noem then there is a real opportunity to demand that miller resign too.
27.01.2026 01:07 — 👍 23199 🔁 4336 💬 451 📌 366