If knowledge (info) is energy and it cannot stand still (see my previous blog) but moves with the speed of light, then what is ego?
Ego is a form of trapped knowledge (maybe also leads to gravity).
In my email exchange with Ivor Catt, a following idea came to my mind.
The law of energy conservation as it is being presented to students and understood is rather abstract as it begs for many interpretations, because energy exists in its permanent and omnipresent motion. Even if it is trapped in a fragment of space like a capacitor or an elementary particle it is in motion.
So, what seems to be less convoluted is the law that energy can only exist in motion and it can only move at speed of light. That’s actually what conservation of energy is. This is true by Occam’s razor principle and does not need to be proven. So, it is necessarily so before or after the switch [between voltage source and a capacitor] is closed … and without this law we would not have had those prefect contrapuntal effects, including those that ’cause’ people to think we have stationary conditions in capacitors and transmission lines.
There is a constant debate in Electromagnetism between the Charge-based views and Field-based views. I am of course over-simplifying the picture here, at least terminologically. But the main point is that you can talk about EM either from the point of view of; (i) objects that have mass, like electrons, protons, ions etc – I called them collectively charges or charge carriers, or (ii) entities that carry EM energy, like strength of electric and magnetic field, Poyinting vector etc – those are not associated with mass. Both views are often linked to some form of motion, or dynamics. For the world of objects people talk about moving charges, electric current, static charges etc. For the world of fields, people talk about EM waves, TE, TM and TEM, energy current, static field etc.
Often people talk about a mix of both views, and that’s where many paradoxes and contradictions happen. For example, there is an interesting ‘puzzle’ that has been posed to the world by Ivor Catt. It is sometimes called Catt’s question or Catt Anomaly.
http://www.electromagnetism.demon.co.uk/cattq.htm
Basically, the question is about: when a step in voltage is transmitted in a transmission line from a source to the end, according to the classical EM theory charge appears on both wires (+ on the leading wire, and – on the grounded wire): Where does this new charge come from?
Surprisingly, there has not been a convincing answer from anyone that would not violate one or another aspect of the classical EM theory.
Similar to this, there is a challenge posed by Malcolm Davidson, called Heaviside Challenge https://www.oliver-heaviside.com/ that hasn’t also been given a consistent response even though the challenge has been posed with a 5 thousand USD prize!
So it seems that there is a fundamental problem in reconciling the two worlds, in a consistent theory based on physical principles and laws, rather than mathematical abstractions.
However, there is a hope that with the way to understand and explain EM phenomena, especially in high-speed electronic circuits, is through the notion of a Heaviside signal and the principle of energy-current (Poyinting vector) that never ceases from travelling with the speed of light in the medium. In terms of energy current perfect dielectrics are perfect conductors of energy, whereas perfect charge conductors are perfect insulators for EM energy current.
So, while those who prefer the charge based view of the world may continue to talk about static and dynamic charges, those who see the world via energy current live in the world where there is no such a thing as static electric or magnetic field, because TEM signal can only exist in motion with a speed of light in the medium. Medium is characterised by its permittivity and permissibility and gives rise to two principal parameters – speed of light and characteristic impedance. The inherent necessity of the TEM signal to move is stipulated by Galileo/Newton’s principles of geometric proportionality, which effectively define the relations between any change of the field parameter in time with its change in space. Those two changes are linked fundamentally, hence we have the coefficient of proportionality delta_x/delta_t, also known as speed of light, which gives rise to causality between the propagation of energy or information and momenta of force acting on objects with mass.
Another consequence of the ever-moving energy current is its ability to be trapped in a segment of space, pretty much what we can have in a so called capacitor, and thus form an energized fragment of space, that gives rise to an object with mass, e.g. a charged particle such as an electron. So, this corollary of the first principle of energy current paves the way to the view of EM that is based on charged particles.
I’d like to comment about the way how careful we should be when we use data (even if it’s accurate at the source and at its processing steps!), when we build models to extract some dependencies between elements of the data, and ultimately when we make decisions.
Long time ago (approx. 40 years), when my father took over as head of control engineering department in St. Petersburg electrical engineering institute (LETI) from the previous head, Professor Alexander Vavilov, at their school they were excited by exploring the idea of evolutionary synthesis of control systems. One crucial part of this study was the development of theory of structural synthesis, where models of the system at each level of granularity had to be adequate to the criteria of optimal control. (By the way, graphs were essential in those models)
The basic idea was that depending on the level of granularity (or hierarchy) considered by the modeller, the system can have completely different criteria of correctness and/or optimality, hence certain aspects that are significant at small scale may not be important at a larger scale.
A bit like the criteria of control in the national level is not the same as criteria for control at the municipal level, and not the same at the level of local community, and not the same at the level of family units and individual households.
So, because of these differences and clashes of interest between different levels there is a lot of anxiety and misunderstanding in societies.
So, what the relationship with COVID-19?
Well the relationship is direct.
Let’s take the data on Mortality 2017 from the UK National Statistics: https://www.ons.gov.uk/visualisations/dvc509/chart1/index.html
This data shows that the number of deaths across the country in one year is significant – hundreds of thousands – not far from 1M. The relative number of deaths, that we witness now as a result of COVID-19 even if it will hit 10K-20K would be quite small though.
So, we clearly have different perspectives here, one is national (spatial) that stretches across the whole year (temporal), while the other could be local (e.g. an area of population in London) and taken during these 2-3 weeks of March-April. The relative increase in the number of deaths at the national scale is a small bump on the curve. I.e., integrating the number of deaths, caused by respiratory problems thanks to COVID-19, at the national scale will not give much effect to the game of the totals.
However, if we look spatiotemporally at the small scale we may see a significant rise in terms of differential and even proportional response. So, if we are particularly sensitive to these two aspects, differential and proportional, we may actually decide to react with a powerful action.
What we are facing here is exactly what I started with in my blog. We are facing with the different levels of granularity (or hierarchy, whatever we call it). Consider the coarse granularity. From this point of view our Mother Nature in us may say, well, why bother, the integral response (let’s denote it by letter I) is very small, and we look at time intervals of decades, so there is no need for any great change in decision-making. The problems of environmental nature are much more serious.
But let’s go down to the level of individuals, especially those living in the most affected areas of COVID-19. Again, our Mother Nature in us would tell us, that the rise in deaths due to coronavirus is an alarm, it may trigger a disaster, we may lose the loved ones, lose a job and income. What’s happening here? It’s actually that at the lower granularity level, the criteria for decision-making are based on differential and proportional responses (let’s denote them D and P). So, in mathematical terms at different levels of granularity we apply different coefficients, or what engineers call gains, to these aspects P, I and D, and form our decisions according to those gains or criteria of importance.
So, ultimately it is vital that the data we use, and the models which characterise this data in time and in space, where we calculate partial or full derivatives and integrate in space and time, or proportionalise in space and time, must be adequate to the criteria of significance we apply, and lead to corresponding decision-making at the appropriate level.
No doubt, the nations that are harmoniously hierarchical and fractally uniform, may have less problems in matching criteria of optimality with the P, I and D responses brought be the models from the actual data.
Yet, again we face that PID-control seems to rule the world we live in!
From the horse’s mouth. Received this morning from a Chinese source who is a top class engineering expert.
Very revealing!
Some of the actions of the Chinese government, which seemed counter-intuitive at the time, became quite clear from this explanation.
My close colleague Professor Patrick Degenaar
https://www.ncl.ac.uk/engineering/staff/profile/patrickdegenaar.html
has just sent his report. With his permission I am pasting it here.
“I’ve now basically recovered from what I believe (it’s impossible to get a test) to have been a COVID19 infection.
Just so you know what you have to look forward to in the future, I kept a brief symptoms diary:
Day 1: Very slight ache in joints
Day 2: Asymptomatic
Day 3: Tired, lethargic, dizzy, and out of breath
Day 4: Reduced symptoms compared to day 3. Started to assume it was getting better.
Day 5: Morning felt almost fine. Then afternoon: Very tired, very out of breath, heart palpitations, Mild temperature = 37.5C
Day 6: Reduced symptoms compared to day 5, but still very tired and dizzy. New symptom: a chest pain – like a claw embedded in the chest.
Day 7: Similar to day 6, but also developed an occasional dry cough
Day 8: Much worse – extremely tired, very out of breath. Climbing the stairs felt like climbing Everest. Feeling like very bad high-altitude sickness. A feeling of nausea (just like bad high-altitude sickness)
Day 9: Similar to day 8
Day 10: Starting to get better similar to day 5
Day 11: Starting to feel much better. Can ascend stairs without getting out of breath. But still tired and dizzy.
Day 12: almost OK, but still need periodic Siestas
Stay safe!”
The current fight of the human race against the deadly coronavirus shows the obvious inability of a capitalist, free-market system to handle it.
Nations with more centralised economy and command-control mechanisms already in place are better equipped with tools to respond and act.
Many businesses in all industries close to our daily life are at standstill, and sadly may never recover from this plight or it might take a long time if things get back to normal. It is obvious that prolonging capitalism and its functionalities, and not rapidly changing the course to socialism would lead to great human losses and disasters. The nation will suffer at all levels of its structure enormously if the crisis extends for months.
What then to do? How to re-act?
It is worth looking at the history of societies and nations which underwent economic and political cataclysms and see what was done there and at what cost, and what perhaps could have been done differently.
Take Soviet Union after the October revolution for example. A switch to socialism was very painful, it was not done smartly and systematically but as a result of a bloody and brutal overthrow of the previous system, but there were certain moments when a clever action of the leadership helped to mitigate the tragedy. For example, switching to the so called “Military Communism” was essential during that plight. One thing should be clear is that the leaders should be smart enough and steer the nation quickly towards socialist realities.
Instead of trying to pay a significant salary replacement to workers who are now effectively unemployed (the bureaucracy of this process will not be sustainable in these speedy dire straights of the pandemic), we need to face the reality and give people the absolute basics. People should be given some comfort of hope in material sense – guaranteed food, shelter, moral and medical support. If someone rents a place to live and has no cash to pay the rent now, the government should, perhaps in a very crude and direct way, issue a decree that the owners shall NOT demand rent from people who lost their job. Small elements of “temporary expropriation” (I am not calling to the disownership of the property!) are needed. The fate of the nation is at stake. And the nation is its people.
Clearly, a government that was brought up on the principles of free economy, conservatism and capitalist values, would have enormous problems to simply turn the switch from capitalism to socialism. But what can we do? We have to live with the government that was elected by the people. And it happens to be conservative. So be it. Thus, we can only hope in some remains of common sense in this government and we can only try to impact on their policies to be more decisive. They should realise that the country urgently needs to switch to some forms of socialism and more direct rule.
Today, people are asking why women are less affected by COVID-19 and have significantly lower death rate than men (in Italy, for example: more than 60% of infected are males and more than 70% of death cases are of male).
While there are hypotheses that this is caused by various societal and life style factors and norms, such as ‘because more men are smokers’ etc., I would like to examine potential genetic causes of that.
Men carry both X and Y chromosomes. Women carry only X chromosomes.
As I wrote a couple of years ago on my blog about the differences of dynamics between X and Y chromosomes (see links to my two articles below), I made a hypothesis that women’s chromosome pool is significantly more dynamic and mutable than men’s. The Y part of men’s genes don’t mutate. They carry Y-DNA through generations unchanged. Thus women naturally bring greater adaptability and robustness to environmental conditions than men. Contrary to that men bring certain long-term elements and inertiality, which is also important for stable societies.
Importantly, perhaps, I also showed an analogy between the combined process of gene evolution in humans and other species, thanks to the presence of both males and females) and PID (Proportional-Integral-Differential) control that is proven to be the most successful type of control in engineering systems.
So, the nature’s own PID control (where the role of P and D is greater than that of I for the purposes of quick response to effects such as viruses) makes sure that only a relatively smaller number of males compared to the number of females are needed to maintain the human kind.
So, as usual, Mother Nature and genetics are the winners in this almost game-theoretic scenario of our battle against coronavirus.
I predict that during and following this period of COVID pandemics, we will witness a significant rise in of interest and some kind of renaissance of mathematics and other STEM subjects. You might ask, why?
Well, let’s look back into history. The development of many mathematical ideas and forms such as mathematical series like geometric series, Fibonacci series, theory of probability etc. were the result of people observing various processes in time or frequency domains during those epidemics like plague, cholera and so on, that took place in the past centuries.
Now, you can see how many smart people are doing home schooling and teach their kids to look at the geometric series and exponential and power laws of the proliferation of virus. A 7-8 year ol kid can have a good grasp of the series based models because he or she could witness its manifestation (sadly, but) in vivo.
So, being an academic in Engineering and curious in anything natural, I hope there will be more students doing Maths, Sciences and Engineering after that ….