A Psalm of Life

What The Heart Of The Young Man Said To The Psalmist.

by Henry Wadsworth Longfellow

Tell me not, in mournful numbers,
Life is but an empty dream!—
For the soul is dead that slumbers,
And things are not what they seem.

Life is real! Life is earnest!
And the grave is not its goal;
Dust thou art, to dust returnest,
Was not spoken of the soul.

Not enjoyment, and not sorrow,
Is our destined end or way;
But to act, that each to-morrow
Find us farther than to-day.

Art is long, and Time is fleeting,
And our hearts, though stout and brave,
Still, like muffled drums, are beating
Funeral marches to the grave.

In the world’s broad field of battle,
In the bivouac of Life,
Be not like dumb, driven cattle!
Be a hero in the strife!

Trust no Future, howe’er pleasant!
Let the dead Past bury its dead!
Act,—act in the living Present!
Heart within, and God o’erhead!

Lives of great men all remind us
We can make our lives sublime,
And, departing, leave behind us
Footprints on the sands of time;

Footprints, that perhaps another,
Sailing o’er life’s solemn main,
A forlorn and shipwrecked brother,
Seeing, shall take heart again.

Let us, then, be up and doing,
With a heart for any fate;
Still achieving, still pursuing,
Learn to labor and to wait.


LeetCode - Algorithms - 221. Maximal Square

Problem

221. Maximal Square

Java

dynamic programming

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class Solution {
public int maximalSquare(char[][] matrix) {
final int[][] D = {
{-1, 0}, // up
{0, -1}, // left
{-1, -1} // diagonal
};
int h = matrix.length;
int w = matrix[0].length;
int[][] countMatrix = new int[h][w];
for (int i = 0; i < w; i++) {
countMatrix[0][i] = matrix[0][i] == '1' ? 1 : 0;
}
if (h > 1) {
for (int j = 1; j < h; j++) {
countMatrix[j][0] = matrix[j][0] == '1' ? 1 : 0;
}
for (int i = 1; i < h; i++) {
for (int j = 1; j < w; j++) {
if (matrix[i][j] == '1') {
int minCount = Integer.MAX_VALUE;
for (int k = 0; k < 3; k++) {
int x = i + D[k][0];
int y = j + D[k][1];
if (minCount > countMatrix[x][y])
minCount = countMatrix[x][y];
}
countMatrix[i][j] = minCount + 1;
} else {
countMatrix[i][j] = 0;
}
}
}
}
int maxCount = 0;
for (int i = 0; i < h; i++) {
for (int j = 0; j < w; j++) {
if (countMatrix[i][j] > maxCount)
maxCount = countMatrix[i][j];
}
}
return maxCount * maxCount;
}
}

Submission Detail

  • 74 / 74 test cases passed.
  • Runtime: 5 ms, faster than 51.51% of Java online submissions for Maximal Square.
  • Memory Usage: 49 MB, less than 8.01% of Java online submissions for Maximal Square.

My English Words List - October - 2021

brownie

brownie

noun

A homemade chocolate brownie

a small square or rectangle of rich usually chocolate cake often containing nuts

The dinner will include Swiss steak, baked potato with sour cream and butter, slaw, green beans, roll and butter, and a brownie.

Chocolate brownie

ranch

ranch

noun

Aike Ranch, El Calafate

a large farm for raising horses, beef cattle, or sheep

lives on a cattle ranch in Texas that’s as big as the whole state of Rhode Island

Ranch

dove

dove

noun

Rock dove courtship

any of numerous pigeons especially : a small wild pigeon

Columbidae

reconciliation

reconciliation

noun

National Day for Truth and Reconciliation

duo

duo

noun

The comedy duo will perform tonight.

liar

liar

noun

a person who tells lies

She called him a dirty liar.

Lie

A person who communicates a lie may be termed a liar.

tilde

tilde

noun

the mark used to indicate an approximate value

Tilde

receipt

receipt

noun

A receipt from a restaurant

Keep your receipt in case you need to return anything.

Receipt

anthem

anthem

noun

O Canada“ is the national anthem of Canada.

celestial

celestial

adjective

the sun, moon, and stars are celestial bodies

The moon is Earth’s closet and most studied celestial neighbour

knead

knead

verb

kneading dough

Knead the dough until it is smooth.

My grandfather taught me how to knead the bread dough.

tortilla

tortilla

noun

Corn tortillas

a thin round of unleavened cornmeal or wheat flour bread usually eaten hot with a topping or filling (as of ground meat or cheese)

Tortilla

A plate of tortilla chips with salsa and guacamole

tortilla chip

a thin, hard piece of food (called a chip) that is made from corn and usually salted

Tortilla chip

hummus

hummus

noun

Hummus dip with chickpeas, sesame seeds, and oil

a soft food made of ground chickpeas, garlic, and oil

Hummus

guacamole

guacamole

noun

Guacamole

Guacamole with tortilla chips

  • pureed or mashed avocado seasoned with condiments
  • a Mexican food made of mashed avocado usually mixed with chopped tomatoes and onion

Guacamole

lien

lien

noun

a legal claim that someone or something has on the property of another person until a debt has been paid back

The bank had a lien on our house.

Lien

The owner of the property, who grants the lien, is referred to as the lienee and the person who has the benefit of the lien is referred to as the lienor or lien holder.

deductible

deductible

noun

an amount of money that you have to pay for something (such as having your car fixed after an accident) before an insurance company pays for the remainder of the cost

I have an insurance policy with a $1,000 deductible.

Deductible

warranty

warranty

noun

a one-year warranty for the refrigerator

Warranty

New car factory warranties commonly range from one year to five years and in some cases extend even 10 years, with typically a mileage limit as well. Car warranties can be extended by the manufacturer or other companies with a renewal fee.

Used car warranties are usually 3 months and 3,000 miles

trade-off

trade-off

noun

  • a balancing of factors all of which are not attainable at the same time
  • a situation in which you must choose between or balance two things that are opposite or cannot be had at the same time

Trade-off

spine

spine

noun

Numbering order of the vertebrae of the human spinal column

The vertebral column, also known as the backbone or spine, is part of the axial skeleton.

Vertebral column

ulna

ulna

noun

An example of a human ulna, shown in red

Ulna

blob

blob

noun

  • a small drop or lump of something viscid or thick

flicked a blob of jelly on the toast and began to spread it around

calcium

calcium

noun

Her doctor said she should eat more foods that are high in calcium, such as milk and cheese.

Calcium

casual

casual

adjective

a casual meeting

casual clothing

causal

causal

adjective

There is a causal link between poverty and crime.

spam

spam

noun

  • e-mail that is not wanted
  • e-mail that is sent to large numbers of people and that consists mostly of advertising

Email spam

Email spam, also referred to as junk email or simply spam, is unsolicited messages sent in bulk by email (spamming).

pantry

pantry

noun

A contemporary kitchen pantry

homemade jams and pickles are stored in a separate pantry off the kitchen

Pantry

A pantry is a room where beverages, food, and sometimes dishes, household cleaning chemicals, linens, or provisions are stored.

prism

prism

noun

Uniform triangular prism

A rectangular prism
Rectangular cuboid

Prism

defect

defect

noun

This small defect greatly reduces the diamond’s value.

tote

tote

noun

A tote bag

Tote bag

mandarin

mandarin

noun

  • the official language of China
  • the group of closely related Chinese dialects that are spoken in about four fifths of the country and have a standard variety centering about Beijing

Mandarin Chinese

Mandarin orange

Mandarin orange

refuge

refuge

noun

a wildlife refuge

treat

treat

noun

  • the act of providing another with free food, drink, or entertainment

Two children trick-or-treating on Halloween in Arkansas, United States

Trick-or-treating is a customary celebration for children on Halloween. Children go in costume from house to house, asking for treats such as candy or sometimes money, with the question, “Trick or treat?” The word “trick” implies a “threat” to perform mischief on the homeowners or their property if no treat is given.

Trick-or-treating

trick or treat

trick or treat

noun

  • a Halloween practice in which children wearing costumes go from door to door in a neighborhood saying “trick or treat” when a door is opened to ask for treats with the implied threat of playing tricks on those who refuse

We got all dressed up for trick or treat.

‘Trick or Treat’: A History

October

by Robert Frost

O hushed October morning mild,
Thy leaves have ripened to the fall;
Tomorrow’s wind, if it be wild,
Should waste them all.
The crows above the forest call;
Tomorrow they may form and go.
O hushed October morning mild,
Begin the hours of this day slow.
Make the day seem to us less brief.
Hearts not averse to being beguiled,
Beguile us in the way you know.
Release one leaf at break of day;
At noon release another leaf;
One from our trees, one far away.
Retard the sun with gentle mist;
Enchant the land with amethyst.
Slow, slow!
For the grapes’ sake, if they were all,
Whose leaves already are burnt with frost,
Whose clustered fruit must else be lost—
For the grapes’ sake along the wall.


Bernhard Riemann

Bernhard Riemann

The answer to these questions can only be got by starting from the conception of phenomena which has hitherto been justified by experience, and which Newton assumed as a foundation, and by making in this conception the successive changes required by facts which it cannot explain. Researches starting from general notions, like the investigation we have just made, can only be useful in preventing this work from being hampered by too narrow views, and progress in knowledge of the interdependence of things from being checked by traditional prejudices.
This leads us into the domain of another science, of physic, into which the object of this work does not allow us to go to-day.

One now finds indeed approximately this number of real roots within these limits, and it is very probable that all roots are real. Certainly one would wish for a stricter proof here; I have meanwhile temporarily put aside the search for this after some fleeting futile attempts, as it appears unnecessary for the next objective of my investigation.

Natural science is the attempt to comprehend nature by precise concepts.

The word hypothesis has now a somewhat different significance from that given it by Newton. We are now accustomed to understand by hypothesis all thoughts connected with the phenomena.

Newton was far from the crude thought that explanation of phenomena could be attained by abstraction.


No mathematician is more associated with the midnineteenth-century transition from algorithmic to conceptual thought than Riemann. (The Princeton Companion to Mathematics)

It is clearly a preliminary note and might not have been written if L. Kronecker had not urged him to write up something about this work (letter toWeierstrass, Oct. 26 1859). It is clear that there are holes that need to be filled in, but also clear that he had a lot more material than what is in the note. What also seems clear: Riemann is not interested in an asymptotic formula, not in the prime number theorem, what he is after is an exact formula! (Atle Selberg comments about Riemann’s paper On the Number of Primes Less Than a Given Magnitude)

黎曼的这篇1854年的论文,是非常重要的,也是几何里的一个基本文献,相当一个国家的宪法似的。爱因斯坦不知道这篇论文,花了七年的时间想方设法也要发展同样的观念,所以爱因斯坦浪费了许多时间。… 不过很有意思的是我想 Riemann-Christofell 曲率张量 是一个很伟大的发现,黎曼就到法兰西科学院申请奖金。科学院的人看不懂,就没有给他。… 得不得到奖不是一个很重要的因素,黎曼就没有得到奖。他的 Riemann-Christofell 张量在法兰西的科学院申请奖没有得到。 (什么是几何学, 陈省身)

Before Riemann introduced the notion of what is now called a ‘Riemann surface’, mathematicians had been at odds about how to treat these socalled ‘many-valued functions’, of which the logarithm is one of the simplest examples. … Riemann taught us we must think of things differently. (The Road to Reality, chapter 8 Riemann surfaces and complex mappings, Roger Penrose)

Only the genius of Riemann, solitary and uncomprehended, had already won its way by the middle of the last century to a new conception of space, in which space was deprived of its rigidity, and in which its power to take part in physical events was recognized as possible. (Albert Einstein)

His contemporaries were to see nothing of him while he waded through Cauchy’s output. Several weeks later Riemann resurfaced, declaring that ‘this is a new mathematics’. What had captured Cauchy and Riemann’s imagination was the emerging power of imaginary numbers. (The Music of the Primes, Riemann’s Imaginary Mathematical Looking-Glass, Marcus du Sautoy)

Euclid in Alexandria. Euler in St. Petersburg. The Göttingen trio — Gauss, Dirichlet, Riemann. The problem of prime numbers had been passed on like a baton from one generation to another. The new perspectives of each generation provided impetus for a fresh surge along the track. Each wave of mathematicians left its characteristic mark on the primes, a reflection of their era’s particular cultural outlook on the mathematical world. (The Music of the Primes, chapter 5 The Mathematical RelayRace: Realising Riemann’s Revolution, Marcus du Sautoy)

Selberg spoke about his view on the Riemann Hypothesis. Although he had made a major contribution on the way to a proof. he stressed that there was still very little to support its truth. ‘I think the reason that we were tempted to believe the Riemann Hypothesis then was essentially that it is the most beautiful and simple distribution that we can have. You have this symmetry down the line. It would lead also to the most natural distribution of primes. You think that at least something should be right in this universe.
Some misinterpreted his comments, thinking that Selberg was casting doubt on the validity of the Riemann Hypothesis. Yet he was not as pessimistic as Littlewood who believed the lack of evidence meant the Hypothesis was false. ‘
I have always been a strong believer in the Riemann Hypothesis.
I would never bet against it. But at that stage I maintained that we didn’t really have any results either numerical or theoretical that pointed very strongly to its truth. What the results pointed to was that it was mostly true.’ (The Music of the Primes, chapter 7 Mathematical Exodus: From Göttingen to Princeton, Marcus du Sautoy)

Many of the mathematicians who have contributed to our understanding of the primes have been rewarded with long lives. Having proved the prime number theorem in 1896, Jacques Hadamard and Charles de la Vallée-Poussin both lived into their nineties. People had begun to believe that their having proved the Prime Number Theorem had made them immortal. The belief in a connection between longevity and the primes has been further fulled by Atle Selberg and Paul Erdös, whose alternative elementary proof the Prime Number Theorem in the 1940s saw both of them live into their eighties. Mathematicians joke about a new conjecture: anyone who prove the Riemann Hypothesis will indeed become immortal. (The Music of the Primes, Chapter 12 - The Missing Piece of the Jigsaw, Marcus du Sautoy)

While for many mathematicians “intuitive work” can be hit-or-miss, Riemann’s mathematical intuitions were incredibly acute, and his results generally turned out to be correct. (The Millennium Problems: the Seven Greatest Unsolved Mathematical Puzzles of Our Time, Keith Devlin)


My English Words List - September - 2021

ukulele

ukulele

noun

Martin 3K Ukulele

a musical instrument that is like a small guitar with four strings

Ukulele

PIN

abbreviation

personal identification number

Personal identification number

tuba

tuba

noun

A bass tuba in F

Tuba

easel

easel

noun

An example of a tripod design easel with an inclining mechanism built in.

a frame for supporting something (such as an artist’s canvas)

pickle

pickle

noun

A deli dill pickle

an article of food that has been preserved in brine or in vinegar specifically : a cucumber that has been so preserved

Pickled cucumber

hitchhike

hitchhike

verb

Two of the signs used in the United States, forbidding hitchhiking

Her car broke down, so she had to hitchhike back home.

Hitchhiking

chapel

chapel

noun

Chapel of St Michael & St George, St Paul's Cathedral, London.

a wedding chapel in Las Vegas

Chapel

hedgehog

hedgehog

noun

European hedgehog

porcupine

porcupine

noun

North American porcupine

Porcupine

allergy

allergy

noun

a condition in which a person is made sick by something that is harmless to most people

Allergy

Many people have some form of allergy.

allergy aware school

attorney

attorney

noun

a person and usually a lawyer who acts for another in business or legal matters

finished law school and became an attorney

annul

annul

verb

  • to say officially that something is no longer valid
  • to make (something) legally void

wants the marriage annulled

  • to cancel by law
  • take away the legal force of

annul a marriage

acorn

acorn

noun

Acorns from small to large of the Willow Oak

the nut of the oak tree

Acorn

typo

typo

noun

a mistake (such as a misspelled word) in typed or printed text

I spotted three typos on the menu.

Typographical error

A typographical error (often shortened/nicknamed to typo), also called misprint, is a mistake (such as a spelling mistake) made in the typing of printed (or electronic) material.

alumnus

alumnus

noun

plural alumni

someone who was a student at a particular school, college, or university

Alumnus

Why we should trust scientists - Naomi Oreskes - TEDSalon NY2014

Every day we face issues like climate change or the safety of vaccines where we have to answer questions whose answers rely heavily on scientific information. Scientists tell us that the world is warming. Scientists tell us that vaccines are safe. But how do we know if they are right? Why should be believe the science? The fact is, many of us actually don’t believe the science. Public opinion polls consistently show that significant proportions of the American people don’t believe the climate is warming due to human activities, don’t think that there is evolution by natural selection, and aren’t persuaded by the safety of vaccines.

So why should we believe the science? Well, scientists don’t like talking about science as a matter of belief. In fact, they would contrast science with faith, and they would say belief is the domain of faith. And faith is a separate thing apart and distinct from science. Indeed they would say religion is based on faith or maybe the calculus of Pascal’s wager. Blaise Pascal was a 17th-century mathematician who tried to bring scientific reasoning to the question of whether or not he should believe in God, and his wager went like this: Well, if God doesn’t exist but I decide to believe in him nothing much is really lost. Maybe a few hours on Sunday. (Laughter) But if he does exist and I don’t believe in him, then I’m in deep trouble. And so Pascal said, we’d better believe in God. Or as one of my college professors said, “He clutched for the handrail of faith.” He made that leap of faith leaving science and rationalism behind.

Now the fact is though, for most of us, most scientific claims are a leap of faith. We can’t really judge scientific claims for ourselves in most cases. And indeed this is actually true for most scientists as well outside of their own specialties. So if you think about it, a geologist can’t tell you whether a vaccine is safe. Most chemists are not experts in evolutionary theory. A physicist cannot tell you, despite the claims of some of them, whether or not tobacco causes cancer. So, if even scientists themselves have to make a leap of faith outside their own fields, then why do they accept the claims of other scientists? Why do they believe each other’s claims? And should we believe those claims?

So what I’d like to argue is yes, we should, but not for the reason that most of us think. Most of us were taught in school that the reason we should believe in science is because of the scientific method. We were taught that scientists follow a method and that this method guarantees the truth of their claims. The method that most of us were taught in school, we can call it the textbook method, is the hypothetical deductive method. According to the standard model, the textbook model, scientists develop hypotheses, they deduce the consequences of those hypotheses, and then they go out into the world and they say, “Okay, well are those consequences true?” Can we observe them taking place in the natural world? And if they are true, then the scientists say, “Great, we know the hypothesis is correct.”

So there are many famous examples in the history of science of scientists doing exactly this. One of the most famous examples comes from the work of Albert Einstein. When Einstein developed the theory of general relativity, one of the consequences of his theory was that space-time wasn’t just an empty void but that it actually had a fabric. And that that fabric was bent in the presence of massive objects like the sun. So if this theory were true then it meant that light as it passed the sun should actually be bent around it. That was a pretty startling prediction and it took a few years before scientists were able to test it but they did test it in 1919, and lo and behold it turned out to be true. Starlight actually does bend as it travels around the sun. This was a huge confirmation of the theory. It was considered proof of the truth of this radical new idea, and it was written up in many newspapers around the globe.

Now, sometimes this theory or this model is referred to as the deductive-nomological model, mainly because academics like to make things complicated. But also because in the ideal case, it’s about laws. So nomological means having to do with laws. And in the ideal case, the hypothesis isn’t just an idea: ideally, it is a law of nature. Why does it matter that it is a law of nature? Because if it is a law, it can’t be broken. If it’s a law then it will always be true in all times and all places no matter what the circumstances are. And all of you know of at least one example of a famous law: Einstein’s famous equation, (\ E=MC^2 \), which tells us what the relationship is between energy and mass. And that relationship is true no matter what.

Now, it turns out, though, that there are several problems with this model. The main problem is that it’s wrong. It’s just not true. (Laughter) And I’m going to talk about three reasons why it’s wrong. So the first reason is a logical reason. It’s the problem of the fallacy of affirming the consequent. So that’s another fancy, academic way of saying that false theories can make true predictions. So just because the prediction comes true doesn’t actually logically prove that the theory is correct. And I have a good example of that too, again from the history of science. This is a picture of the Ptolemaic universe with the Earth at the center of the universe and the sun and the planets going around it. The Ptolemaic model was believed by many very smart people for many centuries. Well, why? Well the answer is because it made lots of predictions that came true. The Ptolemaic system enabled astronomers to make accurate predictions of the motions of the planet, in fact more accurate predictions at first than the Copernican theory which we now would say is true. So that’s one problem with the textbook model. A second problem is a practical problem, and it’s the problem of auxiliary hypotheses. Auxiliary hypotheses are assumptions that scientists are making that they may or may not even be aware that they’re making. So an important example of this comes from the Copernican model, which ultimately replaced the Ptolemaic system. So when Nicolaus Copernicus said, actually the Earth is not the center of the universe, the sun is the center of the solar system, the Earth moves around the sun. Scientists said, well okay, Nicolaus, if that’s true we ought to be able to detect the motion of the Earth around the sun. And so this slide here illustrates a concept known as stellar parallax. And astronomers said, if the Earth is moving and we look at a prominent star, let’s say, Sirius – well I know I’m in Manhattan so you guys can’t see the stars, but imagine you’re out in the country, imagine you chose that rural life — and we look at a star in December, we see that star against the backdrop of distant stars. If we now make the same observation six months later when the Earth has moved to this position in June, we look at that same star and we see it against a different backdrop. That difference, that angular difference, is the stellar parallax. So this is a prediction that the Copernican model makes. Astronomers looked for the stellar parallax and they found nothing, nothing at all. And many people argued that this proved that the Copernican model was false.

So what happened? Well, in hindsight we can say that astronomers were making two auxiliary hypotheses, both of which we would now say were incorrect. The first was an assumption about the size of the Earth’s orbit. Astronomers were assuming that the Earth’s orbit was large relative to the distance to the stars. Today we would draw the picture more like this, this comes from NASA, and you see the Earth’s orbit is actually quite small. In fact, it’s actually much smaller even than shown here. The stellar parallax therefore, is very small and actually very hard to detect.

And that leads to the second reason why the prediction didn’t work, because scientists were also assuming that the telescopes they had were sensitive enough to detect the parallax. And that turned out not to be true. It wasn’t until the 19th century that scientists were able to detect the stellar parallax.

So, there’s a third problem as well. The third problem is simply a factual problem, that a lot of science doesn’t fit the textbook model. A lot of science isn’t deductive at all, it’s actually inductive. And by that we mean that scientists don’t necessarily start with theories and hypotheses, often they just start with observations of stuff going on in the world. And the most famous example of that is one of the most famous scientists who ever lived, Charles Darwin. When Darwin went out as a young man on the voyage of the Beagle, he didn’t have a hypothesis, he didn’t have a theory. He just knew that he wanted to have a career as a scientist and he started to collect data. Mainly he knew that he hated medicine because the sight of blood made him sick so he had to have an alternative career path. So he started collecting data. And he collected many things, including his famous finches. When he collected these finches, he threw them in a bag and he had no idea what they meant. Many years later back in London, Darwin looked at his data again and began to develop an explanation, and that explanation was the theory of natural selection.

Besides inductive science, scientists also often participate in modeling. One of the things scientists want to do in life is to explain the causes of things. And how do we do that? Well, one way you can do it is to build a model that tests an idea.

So this is a picture of Henry Cadell, who was a Scottish geologist in the 19th century. You can tell he’s Scottish because he’s wearing a deerstalker cap and Wellington boots. (Laughter) And Cadell wanted to answer the question, how are mountains formed? And one of the things he had observed is that if you look at mountains like the Appalachians, you often find that the rocks in them are folded, and they’re folded in a particular way, which suggested to him that they were actually being compressed from the side. And this idea would later play a major role in discussions of continental drift. So he built this model, this crazy contraption with levers and wood, and here’s his wheelbarrow, buckets, a big sledgehammer. I don’t know why he’s got the Wellington boots. Maybe it’s going to rain. And he created this physical model in order to demonstrate that you could, in fact, create patterns in rocks, or at least, in this case, in mud, that looked a lot like mountains if you compressed them from the side. So it was an argument about the cause of mountains.

Nowadays, most scientists prefer to work inside, so they don’t build physical models so much as to make computer simulations. But a computer simulation is a kind of a model. It’s a model that’s made with mathematics, and like the physical models of the 19th century, it’s very important for thinking about causes. So one of the big questions to do with climate change, we have tremendous amounts of evidence that the Earth is warming up. This slide here, the black line shows the measurements that scientists have taken for the last 150 years showing that the Earth’s temperature has steadily increased, and you can see in particular that in the last 50 years there’s been this dramatic increase of nearly one degree centigrade, or almost two degrees Fahrenheit.

So what, though, is driving that change? How can we know what’s causing the observed warming? Well, scientists can model it using a computer simulation. So this diagram illustrates a computer simulation that has looked at all the different factors that we know can influence the Earth’s climate, so sulfate particles from air pollution, volcanic dust from volcanic eruptions, changes in solar radiation, and, of course, greenhouse gases. And they asked the question, what set of variables put into a model will reproduce what we actually see in real life? So here is the real life in black. Here’s the model in this light gray, and the answer is a model that includes, it’s the answer E on that SAT, all of the above. The only way you can reproduce the observed temperature measurements is with all of these things put together, including greenhouse gases, and in particular you can see that the increase in greenhouse gases tracks this very dramatic increase in temperature over the last 50 years. And so this is why climate scientists say it’s not just that we know that climate change is happening, we know that greenhouse gases are a major part of the reason why.

So now because there all these different things that scientists do, the philosopher Paul Feyerabend famously said, “The only principle in science that doesn’t inhibit progress is: anything goes.” Now this quotation has often been taken out of context, because Feyerabend was not actually saying that in science anything goes. What he was saying was, actually the full quotation is, “If you press me to say what is the method of science, I would have to say: anything goes.” What he was trying to say is that scientists do a lot of different things. Scientists are creative.

But then this pushes the question back: If scientists don’t use a single method, then how do they decide what’s right and what’s wrong? And who judges? And the answer is, scientists judge, and they judge by judging evidence. Scientists collect evidence in many different ways, but however they collect it, they have to subject it to scrutiny. And this led the sociologist Robert Merton to focus on this question of how scientists scrutinize data and evidence, and he said they do it in a way he called “organized skepticism.” And by that he meant it’s organized because they do it collectively, they do it as a group, and skepticism, because they do it from a position of distrust. That is to say, the burden of proof is on the person with a novel claim. And in this sense, science is intrinsically conservative. It’s quite hard to persuade the scientific community to say, “Yes, we know something, this is true.” So despite the popularity of the concept of paradigm shifts, what we find is that actually, really major changes in scientific thinking are relatively rare in the history of science.

So finally that brings us to one more idea: If scientists judge evidence collectively, this has led historians to focus on the question of consensus, and to say that at the end of the day, what science is, what scientific knowledge is, is the consensus of the scientific experts who through this process of organized scrutiny, collective scrutiny, have judged the evidence and come to a conclusion about it, either yea or nay.

So we can think of scientific knowledge as a consensus of experts. We can also think of science as being a kind of a jury, except it’s a very special kind of jury. It’s not a jury of your peers, it’s a jury of geeks. It’s a jury of men and women with Ph.D.s, and unlike a conventional jury, which has only two choices, guilty or not guilty, the scientific jury actually has a number of choices. Scientists can say yes, something’s true. Scientists can say no, it’s false. Or, they can say, well it might be true but we need to work more and collect more evidence. Or, they can say it might be true, but we don’t know how to answer the question and we’re going to put it aside and maybe we’ll come back to it later. That’s what scientists call “intractable.”

But this leads us to one final problem: If science is what scientists say it is, then isn’t that just an appeal to authority? And weren’t we all taught in school that the appeal to authority is a logical fallacy? Well, here’s the paradox of modern science, the paradox of the conclusion I think historians and philosophers and sociologists have come to, that actually science is the appeal to authority, but it’s not the authority of the individual, no matter how smart that individual is, like Plato or Socrates or Einstein. It’s the authority of the collective community. You can think of it is a kind of wisdom of the crowd, but a very special kind of crowd. Science does appeal to authority, but it’s not based on any individual, no matter how smart that individual may be. It’s based on the collective wisdom, the collective knowledge, the collective work, of all of the scientists who have worked on a particular problem. Scientists have a kind of culture of collective distrust, this “show me” culture, illustrated by this nice woman here showing her colleagues her evidence. Of course, these people don’t really look like scientists, because they’re much too happy. (Laughter)

Okay, so that brings me to my final point. Most of us get up in the morning. Most of us trust our cars. Well, see, now I’m thinking, I’m in Manhattan, this is a bad analogy, but most Americans who don’t live in Manhattan get up in the morning and get in their cars and turn on that ignition, and their cars work, and they work incredibly well. The modern automobile hardly ever breaks down.

So why is that? Why do cars work so well? It’s not because of the genius of Henry Ford or Karl Benz or even Elon Musk. It’s because the modern automobile is the product of more than 100 years of work by hundreds and thousands and tens of thousands of people. The modern automobile is the product of the collected work and wisdom and experience of every man and woman who has ever worked on a car, and the reliability of the technology is the result of that accumulated effort. We benefit not just from the genius of Benz and Ford and Musk but from the collective intelligence and hard work of all of the people who have worked on the modern car. And the same is true of science, only science is even older. Our basis for trust in science is actually the same as our basis in trust in technology, and the same as our basis for trust in anything, namely, experience.

But it shouldn’t be blind trust any more than we would have blind trust in anything. Our trust in science, like science itself, should be based on evidence, and that means that scientists have to become better communicators. They have to explain to us not just what they know but how they know it, and it means that we have to become better listeners.

Thank you very much.

(Applause)


The Cloud

by Percy Bysshe Shelley

I bring fresh showers for the thirsting flowers,
From the seas and the streams;
I bear light shade for the leaves when laid
In their noonday dreams.
From my wings are shaken the dews that waken
The sweet buds every one,
When rocked to rest on their mother’s breast,
As she dances about the sun.
I wield the flail of the lashing hail,
And whiten the green plains under,
And then again I dissolve it in rain,
And laugh as I pass in thunder.

I sift the snow on the mountains below,
And their great pines groan aghast;
And all the night ‘tis my pillow white,
While I sleep in the arms of the blast.
Sublime on the towers of my skiey bowers,
Lightning my pilot sits;
In a cavern under is fettered the thunder,
It struggles and howls at fits;
Over earth and ocean, with gentle motion,
This pilot is guiding me,
Lured by the love of the genii that move
In the depths of the purple sea;
Over the rills, and the crags, and the hills,
Over the lakes and the plains,
Wherever he dream, under mountain or stream,
The Spirit he loves remains;
And I all the while bask in Heaven’s blue smile,
Whilst he is dissolving in rains.

The sanguine Sunrise, with his meteor eyes,
And his burning plumes outspread,
Leaps on the back of my sailing rack,
When the morning star shines dead;
As on the jag of a mountain crag,
Which an earthquake rocks and swings,
An eagle alit one moment may sit
In the light of its golden wings.
And when Sunset may breathe, from the lit sea beneath,
Its ardours of rest and of love,
And the crimson pall of eve may fall
From the depth of Heaven above,
With wings folded I rest, on mine aëry nest,
As still as a brooding dove.

That orbèd maiden with white fire laden,
Whom mortals call the Moon,
Glides glimmering o’er my fleece-like floor,
By the midnight breezes strewn;
And wherever the beat of her unseen feet,
Which only the angels hear,
May have broken the woof of my tent’s thin roof,
The stars peep behind her and peer;
And I laugh to see them whirl and flee,
Like a swarm of golden bees,
When I widen the rent in my wind-built tent,
Till calm the rivers, lakes, and seas,
Like strips of the sky fallen through me on high,
Are each paved with the moon and these.

I bind the Sun’s throne with a burning zone,
And the Moon’s with a girdle of pearl;
The volcanoes are dim, and the stars reel and swim,
When the whirlwinds my banner unfurl.
From cape to cape, with a bridge-like shape,
Over a torrent sea,
Sunbeam-proof, I hang like a roof,
The mountains its columns be.
The triumphal arch through which I march
With hurricane, fire, and snow,
When the Powers of the air are chained to my chair,
Is the million-coloured bow;
The sphere-fire above its soft colours wove,
While the moist Earth was laughing below.

I am the daughter of Earth and Water,
And the nursling of the Sky;
I pass through the pores of the ocean and shores;
I change, but I cannot die.
For after the rain when with never a stain
The pavilion of Heaven is bare,
And the winds and sunbeams with their convex gleams
Build up the blue dome of air,
I silently laugh at my own cenotaph,
And out of the caverns of rain,
Like a child from the womb, like a ghost from the tomb,
I arise and unbuild it again.

Cumuliform cloudscape over Swifts Creek, Australia


My English Phrases List - August - 2021

take you time

take your time

said to mean that you can spend as much time as you need in doing something, or that you should slow down.

Can you please repeat that?

It’s not a big deal

It’s okay.

There is no doubt about it

just give it a try

You can do it!

I’ll think it over

calm down

good idea

go ahead.

That does make sense.

I can’t wait!

Congratulations!

Wow! That was incredible!

All right.