Building with mobile devices

My laptop, a 2015 MacBook Pro that survived being drowned during the Chennai floods that year, went into the ICU today. A service person said the RAM was fried, along with some other adjacent components. When a friend asked if I was going to get a new machine, I said I wasn’t. His question brought to mind a conversation I’d had many years ago with Anuj Srivas, The Wire’s business editor and one of the best tech journos around. Our conversation had been centred on a question posed by either Ben Evans or Ben Thompson – whether most of the world’s information was being produced on mobile phones. At the time, we’d been able to agree that most information was being consumed on phones but couldn’t possibly be created on phones. The example I’d harboured in mind was programming: surely programmers weren’t producing most of their code on mobile devices?

I’m not so sure today. Following my friend’s question, I thought my next machine would likely be a Chromebook, followed by another thought that I should probably get a powerful tablet instead, like the iPad Pro. All I do can be done in the browser. Recently, I had deployed a few Nodejs apps on DO and Linode VPSs, and had taken to managing them using a Terminal app on my iPhone. My entire digital footprint is mediated by this app and Chrome. I realised that all I needed was at least 4 GB of RAM and a good Bluetooth keyboard, and I could get to work. Suddenly, it seems quite plausible that most information is produced on mobile devices.

However, I don’t think Anuj or I were wrong at the time we had our doubts. Many things have happened since to enable coders and content creators to build on mobile devices to a preferential extent. Foremost is computing power and capacity, followed by the increasing popularity of APIs, and finally an expanding suite of apps to cash in on these advancements. I haven’t checked if DO has an app but on its mobile site, I can tap two or three buttons, spin up a virtual server, login to an HTML console (or through an SSH app), and start building. Powerful text editors like Atom even come with preset code templates that automate numerous tasks. And just like that, I have an app or website up and running within minutes, and I’m already switching to Twitter to brag about it. 😉

Remembering S. Pancharatnam

Scientists have combined one atom of sodium (Na) and one of caesium (Cs) to form one molecule of NaCs, achieving the most precisely controlled chemical reaction in history. They were able to achieve this using a fascinating bit of technology called a magneto-optical trap. While the trap itself has a sophisticated design, its essential modus operandus is founded on a deceptively simple technique called Doppler cooling.

If a laser is shined on an atom that is moving towards the source of light, then the atom will absorb a photon (due to the Doppler effect). Because of the conservation of momentum, the atom ‘acquires’ the photon’s momentum as well, and its own momentum drops. The laser is tuned such that its frequency imparts the atom with a photon that kicks one electron to a higher energy state. When the electron drops back down to its original state, it emits the photon, and the atom spits it out.

The emitted photon’s recoil gives the atom another momentum ‘kick’ (a la Newton’s third law), but because it happens in a random direction, the atom has been effectively slowed in the direction it was originally moving in. By repeating this process over and over, an atom can be slowed down considerably (from hundreds of metres per second to a few centimetres per second), dragging its kinetic energy down as well in the process.

Since the kinetic energy of a set of atoms defines the temperature of the group, this Doppler cooling can effectively cool atoms down. The technique is most suited for atoms that have a simple electronic structure – where, for example, the electrons don’t have more than two possible states to be in: ground state and one excited state. However, most atoms do exhibit such hyperfine structure, limiting the applications of Doppler cooling. Additionally, there is also a Doppler cooling limit when the technique is applied because the atom’s kinetic energy can’t be lowered below the recoil temperature imparted by the departing photon.

One alternative is called Sisyphus cooling. Instead of constantly removing the kinetic energy of an atom, Sisyphus cooling uses a combination of lasers to create a jagged potential gradient such that an atom in motion is forced to from a region of lower potential to one that is higher.

Imagine this ‘jag’ as a series of mountains. The atom moves up the first mountain, in the process of which its kinetic energy is converted to potential energy. At the summit, an optical pump – a technique similar to Doppler cooling – removes this potential energy, dropping the atom to a state with lower energy than it had before climbing the mountain. And because the atom is still in motion, it begins to climb the second mountain, after which it is left with even lower energy.

Once the atom has crossed a series of mountains, successive conversions of kinetic to potential energy, and successive pump-outs of this potential energy, leave it with very little energy to call its own. In short, it has been cooled to a sub-Doppler temperature. The title of ‘Sisyphus’ is self-explanatory at this point: like the Greek king cursed to roll a boulder uphill only for it to roll back down as he neared the peak, the atom is also forced to climb uphill only for the optical pump to send it back down each time.

Interestingly, Claude Cohen-Tannoudji, the French physicist who devised Sisyphus cooling and won a piece of the physics Nobel Prize in 1997 for it, published a paper in Current Science on the subject in 1994. This issue of Current Science was dedicated to the work of Shivaramakrishnan Pancharatnam, a physicist noted for his work in optics. The foreword, penned by George William Series, with whom Pancharatnam worked from 1964 at St Catherine’s College, Oxford, until he died in 1969, states,

[He] made some outstanding contributions to optics, first, in the fifties, in the area of polarisation and coherence phenomena in the classical regime, and then, in the sixties, in the study of atoms simultaneously interacting with resonant radiation and low frequency magnetic fields. His work in the latter area drew international attention before it was cut short by his early death at the age of thirty-five. … But it is fair to say that his work received renewed attention and acclaim only after the recognition, in the eighties, that he had derived and used the concept of geometric phases in his studies of the interference of polarised light.

Cohen-Tannoudji acknowledges Pancharatnam’s research as part of the foundation on which more advanced cooling/trapping techniques, like the Sisyphus, rest. From his paper,

All Pancharathnam’s works were done at a time where the only light sources available for optical pumping experiments were spectral lamps, excited by DC or microwave discharges and emitting a light with a broad spectral width and a weak intensity. The spectacular development of unable laser sources, which started in the early seventies, stimulated several experimental and theoretical studies. … A new research field, called laser cooling and trapping of atoms, has appeared and is expanding very rapidly. … In this special issue dedicated to the memory of S. Pancharathnam, I would like to briefly describe two examples of recent developments which, I am sure, would have pleased him, because they use concepts which were quite familiar to him.

Pancharatnam’s doctoral adviser was C.V. Raman, at the Raman Research Institute. He is most well known for independently discovering the geometric phase in the study of waves in 1956.

All waves can be described by their phase and amplitude. When the values of both parameters are changed at the same time and in slow-motion, one can observe the wave evolving through different states. In some cases, when the phase and amplitude are cycled through a series of values and brought back to their original, the wave looks different from what it did at the start. The effective shift in phase is calling the geometric phase.

The British physicist Michael Berry was able to provide a generalised description of the geometric phase in 1986, and it has since been commonly known as the Berry phase. He, too, had published an article in that issue of Current Science, in which he acknowledges that he couldn’t properly appreciate the relevance of Pancharatnam’s paper on the geometric phase until he visited Sivaraj Ramaseshan in Bangalore in 1987. Berry’s article concludes thus:

Now, as we remember Pancharatnam’s untimely death in his creative prime, and celebrate his youthful achievements, it is time to look again through all his work. Who knows what further delicious physics this will reveal?

Delicious indeed. Modern science – such as one that can guide two atoms, manoeuvred one by one, step by step, to strike a chemical bond under the watchful gaze of physicists trying to build better quantum computers – stands on the shoulders of many giants. One of them was Pancharatnam.

Sewer gas

Today’s post is just a very interesting tidbit I found when conducting research for a piece for #GRIT – about how, in the 19th century, the White House had a sewer gas problem so severe that Chester A. Arthur, the 21st US president, refused to move in there until it had been cleared up. According to Thomas Reeves’ biography, he stayed in the house of Senator John P. Jones, cofounder of the town of Santa Monica, California, until then. I found this detail in a review article by James Whorton, a medical historian at the University of Washington, published in the Western Journal of Medicine in 2001.

When President James Garfield was shot in 1881 and taken to the White House to be treated, his steady decline over the following weeks at last came to be blamed not on the assassin’s bullet still lodged in his back, but to the executive mansion’s obsolete plumbing system. A “well-known plumber” told a New York newspaper that “the real trouble” in Garfield’s case “is sewer gas,” while the Sanitary Committee of the Master Plumbers of New York offered to outfit the White House with sewer traps at no charge. Instead, the president was moved from Washington, DC, to his summer home in New Jersey, despite physicians’ fears that he could not survive the journey; he died in New Jersey less than two weeks later.

His successor, Chester Arthur, refused to move into the White House, having been made nervous by authoritative statements that, until its plumbing was reconstructed to eliminate sewer gas, “the White House will be behind our better class of tenement-houses.” Arthur even went so far as to lobby Congress to tear down the White House and erect a sewer gas-proof replica in its stead, but though the Senate approved $300,000 for the project, the House of Representatives would not concur, and the new President had to settle for a plumbing overhaul of the old building.

Yo-yo fitness

Nagraj Gollapudi on the yo-yo fitness test, ESPN Cricinfo:

A yo-yo test involves a player shuttling between two cones that are set 20 metres apart on flat ground. He starts on a beep and needs to get to the cone at the other end before the second beep goes. He then turns back and returns to the starting cone before the third beep. That is one “shuttle”.

A player starts at speed level 5, which consists of one shuttle. The next speed level, which is 9, also consists of one shuttle. Speed level 11, the next step up, has two shuttles, while level 12 has three and level 13 four. There are eight shuttles per level from 14 upwards. Level 23 is the highest speed level in a yo-yo test, but no one has come close to getting there yet. Each shuttle covers a distance of 40 metres, and the accumulated distance is an aggregate of distance covered at every speed level.

The player gets ten seconds to recover between shuttles. At any point if he fails to reach the cone before the beep goes, he gets a first warning. Usually a player gets a few “reminders” to keep to the pace, but three official warnings generally marks the end of the test.

While the yo-yo test does not predict the overall success of a player, it is used to describe a player’s ability to recover between bursts of activity within a game as well as between games. As a result, players who have passed the yo-yo test at the level prescribed by their managers are likelier to function at their best for longer than those who haven’t. Now, there is an interesting quote by Chris Donaldson, the New Zealand fitness coach, buried in the article about one of the reasons his finds the yo-yo test useful: “This way, they can play the game for longer and faster and they can do things like stop the ball, take a miracle catch or run between wickets faster.”

‘Miracle catch’ is a curious term. We all know what it stands for: improbable catches that nobody expected players to be able to complete. In the same vein, they are also an element of the game that can’t be planned for in advance – except by keeping players fit – because a lot of it depends on situational awareness in the moment. Of course, to expect players to be able to pull off feats like these if they’re at peak fitness is not insensible – but it’s also interesting that team management expects such feats to be fully capitalised when opportunities present themselves, especially in T20 matches. And T20 matches are also held more frequently. (In the IPL, teams had to be ready for games at three-day intervals.)

This is the aspect of it that I find particularly disconcerting. T20 matches are held more regularly because they’re entertaining and are big revenue-generators. The ICC devised them in the first place to make cricket more interesting to newer and younger audiences and expand the sport’s market. But when you move further downstream of the format’s effects, you come to expectations of player fitness and – as Donaldson said – what coaches expect them to be able to do on the field. It seems like it’s not enough if fitness training prepares players to run faster between the wickets, run across from deep midwicket or long off to cut off fours or, in fact, be lively in the 20th over of the game as in the first. Now, we expect them to be trained to perform miracles.

One could say that the standards of the game are improving. The more we understand about human physiology, develop new performance techniques and metrics, and advance technology to enable sportspeople to control their bodies better and translate more of their on-field actions to in-game consequences, the higher the standards of the game will be. We’ve seen this in cycling, football, swimming, weightlifting, etc., as well as in cricket: lighter but stronger helmets and pads, heavier bats with better design, near-realtime ball-tracking, etc. But I would imagine there’s a point where these developments take the game beyond its original design itself, e.g. by making unusual aerobic exploits on-field a part of the standard set of expectations.

How much longer before players are penalised for not being miracle-workers then?

Religious tolerance among children

Here’s another instance of an unsound university press release exaggerating the conclusions of a study. The headline goes “Children in India demonstrate religious tolerance, study finds”. According to the 2011 Census, 182 million people in India are between the ages of 9 and 15. The two studies whose results the press release describes questioned 63 and 37 children between the ages of 9 and 15. How is the press release’s headline justified?

Now, I’m not casting aspersions about these children. My annoyance is what the press release, and the studies’ authors quoted in it, are saying is the takeaway. These 100 children were not subjected to any biological or neurological tests; they were asked questions and their answers were recorded. As a result, I doubt the studies’ results are generalisable.

The 100 children were recruited for the tests, with their parents’ written consent, from a progressive school in Vadodara, Gujarat. The paper says that the school made an effort to admit children from both the Hindu and Muslim communities, and that their parents all belonged to the low-income group. This composition, so to speak, immediately invites confounding factors.

For example, I would imagine many people in the low-income bracket don’t want to invite trouble, so they stay away from communal disharmony and also teach their children to do so. (Indian public institutions have demonstrated a consistent reluctance to protect the weaker sections of society.)

For another, the children’s group’s composition breaks down the following way: “Younger Hindu (8 female, 8 male), younger Muslim (8 female, 7 male), older Hindu (8 female, 8 male) and older Muslim (8 female, 8 male).” That’s 16 children per religious group, by no means a corpus substantial enough to drive such sweeping conclusions.

Again, I’m not saying there are “bad children”, but only that some of the study’s  conclusions and the press release’s tone are not well-supported by the data – assuming empirical tests alone can describe such outcomes.

The cost of global warming, from thermo 101

There’s a formula in thermodynamics 101 called Carnot’s theorem that goes like this:

This is a famous equation because it defines the absolute upper limit of efficiency achievable by a heat engine, irrespective of how much its performance is optimised. ηth is the thermal efficiency; Tc is the temperature of the surroundings into which the engine releases its exhaust heat; Th is the temperature at which heat enters the engine.

Say an engine combusts its fuel at 1,000 K and the ambient temperature is 298.15 K (25º C). Then the engine will have a thermal efficiency of 70.18% at best. Effectively, the engine needs to work at a hotter temperature and release heat into a cooler environment.

This is why, to make better engines, engineers are trying to build materials that can withstand a higher operating temperature (e.g. using ceramics). In doing so, they can increase the value of Th in the denominator, and reduce the value of the Tc/Th term.

Sadi Carnot, ‘the father of thermodynamics’ for whom the Carnot theorem is named, propounded his studies of thermodynamics in 1824. Making the reasonable assumption that the world didn’t warm significantly between 1824 and 1870, when the historical record for making common climate change measurements begins, the average global surface temperature in his time was 0.1º C cooler than the average between 1901 and 2000. In 2017 – in the post-industrial period – it was 0.8º C warmer.

Now, let’s extrapolate Carnot’s equation to a global context encompassing all the heat engines in the world – to the point where we’re effectively treating all of them as one big heat engine. Let’s also assume for simplicity’s sake that the average operating temperature of this engine is 1,500 K (1,227º C). Going by the numbers above, the thermal efficiency ceiling of this engine has fallen by 0.1% just because of global warming.

This may not seem like much until you couple it to the amount of power this mega-heat-engine contributes. For example, if a nuclear power plant generates 3,000 MW to move a turbine that produces 1,000 MW of electrical power, then a 0.1% drop in thermal efficiency means it will have to generate 344 MW more to keep producing 1,000 MW of electrical power. This in turn translates to higher resource consumption: uranium, coal, sunlight, wind, whatever.

Now compare this to the fact that the world’s total energy consumption in 2014 was an est. 109,613 TWh, which is 960 trillion MW over the course of the year.

And while some of the resources are renewable, they are all founded on the availability of one very important finite resource: land.

§

Any engineer (myself included) will be able to tell you that my calculations are based on grossly oversimplified assumptions. Possibly the grossest of all requires an acknowledgment that the typical steam-powered engines in Carnot’s time had an efficiency of 3%.

But I think my overall point still stands: as the world warms, heat engines are going to become less efficient than they would’ve been if the world was cooler, regardless of whether the consequences are trivial at a given scale. This efficiency could either be measured as an efficiency of the engine itself or one that takes into account resource requirements across the entire value chain.

The reason I write about this now is because of an article that appeared in the Bulletin of the Atomic Scientists on June 10, discussing the economic costs of adapting to climate change and contrasting them to the amount we’ll have to spend fixing things that a warming world will break. And one way things will break is capture in the following lines from the article:

… a 2012 paper in the American Economic Journal [found] that higher temperatures reduce economic growth rates, particularly in poorer countries. A 2015 paper by Stanford scientists published in Nature Climate Change built on this work, similarly finding that global warming will particularly hurt economic growth in poorer countries, and that “Optimal climate policy in this model stabilizes global temperature change below 2 degrees C.” This finding is consistent with the target set by the Paris climate accords.

It’s possible that one way these effects will be perceived on ground is by forcing thermal efficiency down, in turn forcing innovation that draws funds away from other activities. I acknowledge that these effects will be almost immeasurable, if only because it’s not a useful way to start working towards a solution.

On the other hand, I find it quite fascinating that a very simple equation first worked out almost two centuries ago provides a glimpse of the costs anthropogenic global warming has forced us to confront.

Migraines

I’ve had migraines since 2006, when I started college. The pain is excruciating, disabling, ruinous, usually on both sides of my head. I can sense a migraine coming 12-24 hours beforehand, in the form of a small sphere of ache embedded deep inside my brain that I can amplify if I shake my head once or twice vigorously. The onset is also accompanied by constipation and a growing throbbing pain, as if a part of my brain was swollen and pushing against blood vessels flowing on the inside of the skull. When the ache kicks in fully, I can feel my heart beat in my head.

There’s two ways the pain goes away – a heavy dose of paracetamol (500 mg) or by avoiding triggers. Only the latter is 100% effective, and it took me half a decade to figure out what some of the triggers were.

Although it’s recognised to be the most common form of disability worldwide, afflicting an est. one billion people, scientists don’t know what causes a migraine. It’s commonly believed that it’s a mix of environmental and genetic factors, with one twins study from 2007 suggesting the latter’s influence ranges from 34% to 51%. However, this hasn’t prevented researchers from developing medicines to fight it (in much the same way we don’t know how selective serotonin re-uptake inhibitors work but they’re widely prescribed to treat depression).

One study from 2006 noted that there are two prevailing theories about the genesis of migraines united by a common theme: “the generally accepted role of the trigeminal ganglion in the painful phase of migraine”. It is this commonality that a new class of drugs called CGRPR antagonists – including erenumab, galcanezumb and eptinezumab – appears to address. Their mechanism of action throws some light on our understanding of this debilitating syndrome.

The acronym stands for calcitonin gene-related peptide receptor. Calcitonin is a hormone secreted by cells in the thyroid gland; it is responsible for reducing calcium and phosphorous levels in the blood when they rise above a threshold. The peptide in question is involved in the transmission of nociception – an “intense chemical, mechanical or thermal stimulation of the sensory nerve cells”, carried by sensory cells called nociceptors to the brain.

According to one 2008 paper, a migraine could be the result of nociceptors in the brain stem (connected to the trigeminal ganglion by a single sensory root) becoming over-sensitised, with the CGRP involved in maintaining them in that state. Conversely, the CGRPR antagonists work against this state.

Erenumab was developed by Amgen and is being marketed under the name Aimovig. It was approved for use by adults by the FDA on May 17, 2018, following a phase III clinical trial involving 955 subjects over six months. It is to be administered as a subcutaneous injection once a month, of dose 70mg or 140 mg.

According to the trial paper, published in November 2017, “A 50% or greater reduction in the mean number of migraine days per month was achieved for 43.3% of patients in the 70-mg erenumab group and 50.0% of patients in the 140-mg erenumab group, as compared with 26.6% in the placebo group.” But this is not entirely good news because one year’s worth of injections costs $6,900, which translates to Rs 39,000 per month.

Phase III trials for galcanezumab have been completed and Eli Lilly & Co., its maker, is awaiting FDA approval. Alder’s eptinezumab entered phase III trials in August 2017.

‘Kaala’ is not ‘Kabali’ but questions Rajini’s politics more

There are many similarities between Kaala, Pa Ranjith’s second flick with Rajinikanth, and their first film together, Kabali (2016). The thematic one is the most obvious, where Ranjith focuses on class mobility, caste discrimination and social welfare and brings them into mainstream cinema using Rajini as his frontman. In Kabali, this was done using the lens of labour rights and political identity. In Kaala, this has been done using community and political organisation.

Kaala is Kabali‘s successor in spirit. In Kabali, the focus was on the titular character’s rebellion against his presumed overlords, on his refusal to stay down when pushed down, a defiance depicted as the exclusive product of individual perseverance. Kaala is the first-order derivative of this tale of protest: social and political organisation and community work, together with the reminder that individual struggle – while a necessary first step – alone won’t work if we are to break the shackles of power and become free.

Some of the prominent themes that are explored are disenfranchisement through land rights, infighting within family and between members of the same community, commitment to the betterment of others even when suffering personal loss, and sacrificing one’s personal ambitions in order to join a greater cause. Some of these aspects were there in Kabali, too, but not in focus. In Kaala, they are the centrepieces; its tragedies are tragedies of disunity.

In both films, Rajini plays an emancipatory leader of the masses in their fight to get what is rightfully theirs – identity in the first and land in the second. Also in both films, Rajini succeeds powerful men to this role and battles enemies who have felled his predecessors. Curiously, both films also end on an ambiguous note, but this is executed in unsubtle fashion in Kaala.

In Kabali, Rajini was restrained onscreen, made room for other characters, didn’t pull off superhuman feats and didn’t deliver punch dialogues. In Kaala, Ranjith has let Rajini free to be himself, the superstar who beats his assailants to pulp singlehandedly, delivers comebacks in situations that don’t really need them, who – despite having made a show of his age by acknowledging that he’s often a grandfather – sings and dances and works tirelessly for his neighbourhood. While this renewed focus on Rajini will be all too familiar to his fans, it comes at the cost of a film that loses its dedication to a cause, or at least couldn’t stay focused long enough with the same intensity the way Kabali had.

Why the constant comparison to Kabali? Frankly, it is inescapable. Rajinikanth makes two consecutive movies with the same director who, unlike other directors, is in turn using the opportunity to delve into themes Tamil cinema has often exploited for the mass factor. Nonetheless, Kaala is an average production not because most Tamil movies are bad but because Kabali was able to deliver better. Not because Kaala deserves to be treated like a standalone movie in its own right but because it embraced a difficult subject like Kabali had.

Of course, in many other aspects the film is just as good. There is evident attention to detail in sets, as a friend I watched the film with and who had worked in Dharavi said. The cast is mostly good, particularly Easwari Rao as Selvi, to whom Kaala is wedded.

Another way the film is remarkable is in its portrayal of protests. There are people sitting and shouting slogans or marching from place to place but then there are also different kinds of protest music for different kinds of agitation. Ranjith especially infuses elements of hiphop, rap music and breakdancing into the way protesters posture themselves, the way they deliver their message, most importantly in the way different cultural groups of Dharavi meld in their fight.

Notably, three of the more peppy numbers Santhosh Narayanan composed for the film are either not used in full or are but in a way that is supplementary, not complementary (played as the end credits roll). They are Nikal nikal (‘Leave leave’), Katravai patravai (‘Educate and agitate’) and Theruvilakku (‘Street lights’). Together with their lyrics, this suggests they were composed as songs of protest available to use outside the film’s story as well.

All of this together holds up an interesting mirror to Rajini’s political ambitions in real-life, although Kaala was written before he announced that he would be contesting the state assembly elections next year. Many commentators have noticed a stark difference between Rajini’s “spiritual politics” and Ranjith’s Ambedkarism, and it would be undoubtedly interesting to see how the actor/politician squares the two off.

To start with, did Rajini know what he was talking about when he said that? Many think he doesn’t. As Kaala opens, there is a montage that plays showing how land has an always been an instrument of governance before it became the instrument of imperialism. One frame shows Lord Krishna blowing his conch as Arjuna charges on his chariot on the battlefield of Kurukshetra.

Kaala‘s climax, in similar vein, begins with a line at the start of its second half – “If it is your god’s dharma to take my land away from me, then your god is also my enemy” – and ends with an attempt to recast the Ramayana from Ravana’s point of view (arguably over-focusing on this metaphor as it draws on). It crescendoes with a valorisation of the demon-king’s ability to regrow his heads as Kaala’s followers keep rising in waves to resist Hindu nationalist insurgents burning down their homes.

However, on December 31, 2017, when Rajini announced his decision to enter state politics, he read out a verse from the Bhagavad Gita, about Krishna’s advice to Arjuna that he focus on his labours and not worry about the consequences. So what will Rajini’s labours will be?

While it is unclear what Rajini meant by “spiritual politics”, or whether he meant a plank that respects the spirit of civilised politics, there is certainly a difference between his silver-screen persona in Kaala, the first Rajini film in the post-political phase, and the kind of leader he says he is going to be. M.G. Ramachandran never had to contend with this sort of contradiction. If Rajini wants to succeed him, as he did Tamizh Nesan (Kabali) and Vengaiyan (Kaala), then he will have to be more reflexive and question his proximity to nationalist politics.

A new fantasy

I’m no artist, nor a scholar of art. I can’t analyse images to pick out patterns. Heck, I think an image is well-crafted only because those commentators I trust have said it. My admiration of formal art is only by proxy, and will stay that way. However, I have an admiration of art that is my own – as we all do – born not out of historiographic analyses but of catharsis. Where I, as we all do, consume a painting or an illustration or a piece of music based on how it makes me feel right away, not how it makes me feel after it has suitably pickled in my consciousness.

For a long time, or at least for as long as I did, that’s how I would compose fantasy – by looking at novel constructions of geometric grammar, staring at strange images absorbing its essence in ways that I saw fit, in ways that pinged my waking mind. And for these exercises, I relied on a few carefully curated group of suppliers: Depthcore, But does it float, Ffffound, Justin Maller, Superfamous.

Fans of any of these creators and aggregators will immediate recognise the aesthetic at hand: moody, feverish, arbitrary, sometimes avant garde. Decidedly situated in the 21st century’s ways of life and meaning, in its offhanded glamorisation of the postmodern. Unmindful of rigour for its sake, and of formal processes and utilitarian order. Mindful of the niche fictions in a world constantly obsessed with waking up to reality. Where even pisspoor handwriting when repeated across the full face of a page is pregnant with beauty.

But there are still rules here, something at work, a fluid electric fence of sorts that keeps images from getting out of control. Perhaps it’s the hand of white people at work. I don’t know.

Ardent fans might even recognise the names. Maller. Vesna Pesich. Alex van Daalen. Ehren Kallman. And of course Folkert Gorter.

I hadn’t visited these parts of the web in a while, perhaps a decade, and decided to return to them today. I was disappointed to find Ffffound had shut in May last year. The others are still active, creating away.

Thomas Manuel once told me a little story about China Miéville. It seems China’s wife was telling him one day that the fridge people were en route to fix their broken appliance. In China’s beautifully fucked-up mind, it seemed as if walking talking refrigerators were coming over.

I love reading Paul Feyerabend because of his dashing style as well as because of his stand against method. An advocacy of unbridled creativity finding place in the practice of science because that’s where unorthodox ideas, solutions untethered from the chains of tradition and principles, are birthed. Not in the confines of method itself.

Beholding the works of the artists named above, and others, and disciplining your mind to come deliberately unhinged, to bring not simply new perspectives but as much as new nonfictions to be… to discover new modes of catharsis, as it were. Their works were the gateway drugs to new. I still remember the high I used to get in college, sitting by my room’s sole window, doused in darkness, looking out into the nowhere where our dorms were, a desert rimmed by city lights in the distance. Soaking in the memories of those images, listening to synthwave or psy trance. Or Rammstein’s Spring on loop.

Das alte leid. I yearn for those days, and so often that what pieces of them I remember have become mangled by repeated recollection, vandalised by the search for meaning.

… what every artist should attempt to do is shovel down into their own minds, excavate past the sediment of Western civilization that amounts to yet another, larger, school of art, and keep scraping deeper and deeper, all the way back to the beginning. In this view of things, each and every artist crafts a unique creation narrative, chronicles the birth of his or her own private aesthetic. Hence, the best work is not adult, intellectual, and informed; it is primitive, and childish, and raw.

J.C. Hallman

Monstrous moonshine

I received an email from a fellow journalist last week with the following subject:

Banks wont recover even half of the Rs 4,000,000,000,000 bad loans of 37 companies

That number with all those zeroes is four trillion. It’s a large number. For example, there are only 30 billion stars in the Large Magellanic Cloud, only 100-400 billion stars in the Milky Way galaxy, only one trillion stars in the Andromeda galaxy.

There’s a famous quote attributed to Richard Feynman, the theoretical physicist, that very large numbers that used to be called astronomical should in fact be called economic. Why? Because at the time he said that, the US national deficit was $100 billion.

Four trillion, however, is a number bursting at its astronomical seam. In fact, consider the entire debt load of the world’s governments: an estimated $200 trillion. It’s not the sort of number we hear every day, in any context, and it’s not a number our cognition is equipped to easily fathom, at least not without notational assistance and some level of abstraction.

This brings me to an interesting anecdote my roommate, a physicist, once shared with me. It involves what’s called the Monster group. It’s a set of numbers organised according to certain rules such that it contains 8 × 1053 of them. Pause for a moment, let it sink in: the Monster group’s defining rules allow a very large number of numbers to be included, but not an infinite number of them.

How could something so large exist in nature without being all-encompassing at the same time?

This is why, even though the Monster group contains 10 billion times fewer numbers than the number of atoms in the universe, it is infinitely more interesting. While the world’s governments have been arbitrarily borrowing money such that the global debt is several multiples of the global GDP, while it is meaningless to try to understand the universe in terms of the vigintillions of atoms it holds, the Monster group – for all its mind-blowing vastness – is quite well-defined and meaningful.

To truly appreciate why this is so, we must start at what’s called a ‘finite group’.

Consider a set with five elements. The ‘permutation group’ of this set consists of all possible permutations of these five elements, which total 120. If the set had had six elements, then its permutation group would’ve had 720 elements. If the set had had seven elements, then its permutation group would’ve had 5,040 elements. And so forth.

Since the permutation group will always contain a finite number of elements, it’s called a finite group. Similarly, every mathematical groups that contains a finite number of elements can be classified as a finite group.

Now, in order to make sense of the different kinds of finite groups that are possible in mathematics, mathematicians came up with a classification scheme. They were able to categorise various finite groups according to their various mathematical properties. As a result, there are 18 families each comprising an infinite number of finite groups. Then there are 26 groups called sporadic groups, none of which can be fit under any of the 18 families.

The largest sporadic group is called the Monster group, holding 8 × 1053 numbers. And this is where it gets more interesting.

Meet ‘monstrous moonshine’.

Instead of fumbling with intricate mathematical concepts, I will defer at this point to a 2015 article in Quanta describing the idea (edited for brevity):

In 1978, the mathematician John McKay … had been studying the different ways of representing … the Monster group. … Mathematicians weren’t sure that the group actually existed, but they knew that if it did exist, it acted in special ways in particular dimensions, the first two of which were 1 and 196,883.

McKay … happened to pick up a mathematics paper in a completely different field, involving something called the j-function, one of the most fundamental objects in number theory. Strangely enough, this function’s first important coefficient is 196,884, which McKay instantly recognised as the sum of the monster’s first two special dimensions. …

John Thompson, a Fields medalist, … made an additional discovery. … The j-function’s second coefficient, 21,493,760, is the sum of the first three special dimensions of the Monster: 1 + 196,883 + 21,296,876. It seemed as if the j-function was somehow controlling the structure of the elusive Monster group.

The beautiful thing here is that, until the moments of McKay’s and Thompson’s discoveries, mathematicians had no reason to believe the Monster group and the j-function were even remotely related. However, there it was, hinting at a deep and mysterious connection between two distant branches of mathematics. This connection has come to be called monstrous moonshine.

In 1992, another mathematician named Richard Borcherds figured out the nature of this connection. Of all places, he found the answer lurking in string theory – the theory that imagines that “the universe has tiny hidden dimensions, too small to measure, in which strings vibrate to produce the physical effects we experience at the macroscopic scale” (to quote the same Quanta article).

In 2012, three physicists floated an even more bizarre idea: that apart from monstrous moonshine – which bridges group theory, number theory and string theory – there were 23 other moonshines establishing hitherto unknown links between mathematics and physics. This is called the umbral moonshine conjecture, and in 2015, scientists proved that they do exist.

What the hell is going on?

I will stop here, trusting that I’ve led you sufficiently far into a deep, but not bottomless, rabbit hole. 🙂