The Course's assertion is that everything stems from the mind. The mind's thinking provides the basis for everything that it experiences. Whichever way the mind chooses to look at reality, it will find itself surrounded by and experiencing a "reality" that is the precise mirror of that. The mind's fundamental belief-system first manifests as inner feelings, emotions, interpretations and perceptions; and then manifests as the "outer" reality in which the mind seems to live.
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Our healing, then, must be a healing of the mind, a healing of our fundamental perspective on reality. This is what the miracle does. It comes in a moment, a holy instant, when we decide to temporarily suspend our habitual perspective on things. As we momentarily loosen our grip on the ego, our minds are allowed to shift into a new way of seeing things. And since our thinking is the foundation for our entire experience, as our thinking shifts, so does everything else. Our whole experience of life is allowed to brighten from the bottom up, making this kind of healing more deeply liberating than being healed of even the most insidious and destructive physical disease.
Wednesday, May 10, 2017
ACIM and Buddhism
Thursday, April 20, 2017
What do you really have?
It means that for just a moment, you are not longing for something else. You are not craving or searching or yearning for things to be different in any way. What you have is truly enough.
That's it. That's a simple but complete description of the condition we spend lifetimes struggling and fighting and killing for. Of the one and only thing everybody fundamentally wants.
This may surprise you. It couldn't be that simple, could it? After all, most of the time you're not longing for something else, and yet you're not perfectly happy, right?
You may not have noticed that for the vast majority of your life, your mind is indeed preoccupied with scheming up ways for things to be different. It can take some practice to detect.
Or perhaps you are aware of this, but consider it perfectly reasonable. If you didn't seek ways for things to be different, you wouldn't accomplish very much, right? It's lazy to be content with what you have.
But have you noticed what you really have?
Suppose you say "I have a sports car!"
Concretely speaking, what you have then is not a sports car, but the thought "I have a sports car!"
Suppose you go to your garage and point at it, to prove it to me. Now what you have is a visual field that looks something like this:
“Accept — then act. Whatever the present moment contains, accept it as if you had chosen it. Always work with it, not against it.This will miraculously transform your whole life.” -- Eckhart Tolle
Tuesday, April 11, 2017
Abstractions, gratitude, and god
You are presented with a bewildering array of colors, sounds, and textures. From their behavior, you infer the existence of abstractions called matter, time, space, etc. to explain them. Next, you take these abstractions to be the (only) "real things," and the experiences from which you inferred them to be secondary. The things you have merely inferred become certainties, and the things you can actually be certain of (experiences) become curiosities at best.
It's a marvelous sleight of hand that is remarkably hard to detect, but the payoff is worth it. It is possible (indeed overwhelmingly common) to spend a whole lifetime missing out on connecting with the Sure Thing in favor of abstractions.
One remarkable place we do this is in expressing gratitude. We suspect there's something profoundly amazing about just being alive. To objectify this sense, we have to make use of abstractions. What is life? A combination of amino acids. How did they come about? From fusion and other processes. So we become grateful for amino acids, fusion, evolution, etc. Those are all fascinating things to be grateful for, but again there's a sleight of hand: the realization that sparked the gratitude was the sense of being alive, not any of the abstractions that we suspect caused that miracle.
It is actually possible (and incredibly worthwhile) to allow the gratitude to remain precisely on the alive-ness itself, and not on any of the abstractions (such as our calculation of the remarkably low odds that we should be alive). I hesitate to proffer my own take, but here goes: if you manage to be genuinely grateful for the Real Thing for even a moment, you may catch a glimpse of what sages across time have been calling Enlightenment or God. (Yes, those too are abstractions, so don't chase them either.)
How do you get to the Real Thing?
One possibility is to deepen your felt sense of gratitude, but don't be grateful for anything in particular, or because of any particular reason. Don't let your gratitude "land" anywhere. Be grateful for "what is," without in any way identifying what it is or why it is.
Another technique commonly offered is meditation. It certainly can work, but there's a common trap you can fall into: abandoning some of the abstractions, but solidifying deeper ones. For example, it's easy to sit and meditate with a clear mind, while maintaining (and even deepening) the sense that you are an individual meditating within a real world. You will know you are making progress when your gut-felt certainty about your abstractions called time, space, self, objective reality, etc. begin to loosen. What arises in their stead? I will leave that for you to discover.
Friday, March 24, 2017
Does QM imply that reality is a simulation?
From a response to someone who asked me whether QM proves that we're in a simulation:
It's logically impossible to prove that you're not living in a simulation (since the evidence against it could all be fabricated), but that's not exactly what QM is showing. Instead, it is starting to show is that there is may be no way things "actually are." For example, a particle may not even have a well-defined spin before being measured. Not only that, but other features of what we normally call "reality" are getting harder and harder to support with each successively more clever experiment. In other words, it's getting harder to support the idea of objective reality.
But even if objective qualities do not really exist, it does not necessarily mean that they are simulated, either. It might mean, for example, that they're not objective at all. Perhaps they are entirely subjective. This would fit nicely with the von Neumann - Wigner interpretation, which roughly says that "consciousness causes collapse" (i.e., that it causes one of many possible realities to become real reality). There are many reasons physicists don't like that interpretation, but even your average Joe might not like it, because it seems to indicate that you are creating reality. That would be ludicrous (and scary).
But there's a neat way out of this. Experientially speaking, what is this consciousness? It's the thing that's aware of the world, as opposed to being a part of the world. But similarly, it is aware of your body, and so cannot be your body. It is not your thoughts, memory, or personality. In brief, it cannot be "you" in the normal sense. And yet, it is "what is looking." Which takes us into the mystical traditions, which are more or less saying that you are, indeed that which creates.
Of course, they also say that the safest and best way to discover this is by practicing meditation (and related things) with discipline. That way, instead of merely believing any of those stories, your mind settles to the point where you can investigate them for yourself. What is this thing that wants to know whether this is a simulation? Find the answer to that question, and don't do it by filling your mind with more thoughts.....
Thursday, March 23, 2017
QM for dummies
In light of that, here's a non-mathy intro taken from my journal. More to come later. Some background: Einstein, Podolsky, and Rosen published a paper claiming that QM is incomplete, because otherwise it is absurd in a particular way. The experiment involves two particles, originally conjoined, and sent off in opposite directions. Each particle gets measured along one particular axis (x, y, or z), and each result can either be +1/2 or -1/2. ...
Saturday, March 18, 2017
The two-slit experiment: putting together the pieces
First, some "basic" QM, from Richard Feynman:
A simple example will help here.
Consider a basis {x, y} and alternate basis {a, b} where:
a = 1/√2(x + iy)
b = 1/√2(x - iy)
Classical method
This is just classical probability theory. It turns out that if we do try to detect which way the particle went (i.e., measure it in the x-y basis, followed by the a-b basis), we find it ends up in |b> half the time.
But QM predicts that |a> should never be measured as |b>, because they're orthogonal. What went wrong is that we cannot assume that it went through either |x> or |y>.
Quantum method
Instead, we should simply take the inner product of |a> and |b>, i.e. <a|b>. We know it's zero (they're orthogonal), but we can calculate this explicitly in the x-y basis:|a> = 1/√2(1, i)
|b> = 1/√2(1, -i)
<a|b> = 1/√2 (1 * 1 + -i * -i ) = 1/√2 (1 - 1) = 0
The terms in the above sum are the terms in Feynman's (2). We could have also written this as
Where i takes on the basis vectors under consideration (in this case, x and y), and:
If you compare the two calculations (for the classical, or "which-way" case, vs the quantum case), you'll notice that they differ by some terms that we can call "interference terms." There's nothing really interfering here, unless we force ourselves to think of |a> and |b> in terms of the x-y basis, in which case we can understand this as the |x> and |y> components interfering.
Elsewhere I've demonstrated why entangling a state |x> + |y> (so that it results in |x>|0> + |y>|1>), results in a similar loss of interference (and I give a quick rehash at the bottom).
Anyway, that was all a prelude to the main course: what's happening in the two-slit experiment?
Mapping back onto the two-slit experiment
The solution to the Schrodinger equation for a plane wave isIgnoring the time component, we see that it's basically a complex number whose phase is proportional to r, which is the distance from the source. In our case we're actually close to the source, and the light's strength will be proportional to the inverse of the distance squared.
(One super confusing thing is that in some contexts, the whole Ae^(i*t) is called the "complex amplitude," but in other contexts, we call just A the amplitude. Let's not do the second. Another super confusing thing is that often when referring to the "phase" of a photon, we're talking about the relative phase of the polarization components.)
For any given point on the screen, we will have one such complex amplitude for each slit. Per Feynman's (2), we can just sum these to get the overall amplitude that will give us the probability of finding a photon at that point.
It's hard to get an intuition for what this sum looks like without pictures, but basically you're getting two complex numbers that are sometimes "in phase" (i.e., sum to a number whose modulus is bigger) and sometimes "out of phase" (mostly or entirely cancel). The overall pattern is the one you've seen before:
If we know which way the particle went, we use (3). It's hard to say the "reason" that we use that formula, but again, if we look at knowing which-way as just an entanglement rather than a "collapse" (thereby preserving the quantum nature), it turns out that equation (2) does just reduce to equation (3).
Why does entanglement cause decoherence, i.e., kill interference?
In brief, it works like this. Let's rewrite:|a> = |x> + |y>
|b> = |x> - |y>
Suppose Pb is the projector onto state |b>, which gives us the probability that some state is measured as |b>. Notice that Pb(|a>) = 0-vector. But now let's entangle it:
|a'> = |x>|x> + |y>|y>
To find the probability that |a'> ends up in |b>, we can't use Pb (since it operates on C2, whereas we now need a projector on C2⊗C2). Instead, we use Pb' = Pb ⊗ I.
If you look at the action of Pb' on |a'>, you will discover that it is not the zero-vector, but instead
√2/4 (|x> - |y>)⊗(|x> - |y>)
whose norm-squared is 0.5, just like we saw in the classical case above.
Another way of seeing this is simply writing |a'> in the a-b basis, and noticing that half of it is in |a> and the other half in |b>:
|a'> = (|a> + |b>)(|x>) + (|a> - |b>)(|y>)
= (|a>)(|x> + |y>) + (|b>)(|x> - |y>)
= |a>|a> + |b>|b>
Whew.
Wednesday, March 15, 2017
Original ayahuasca piece
WHAT HAPPENS TO YOUR CONSCIOUSNESS WHEN YOU TAKE AYAHUASCA?
- 35.4k
The world of the spirits
I noticed an old American man who was puking a lot. He looked very sick but he wasn’t alone. There were multiple spirits next to him, rubbing his back and holding him so he wouldn’t fall.
The ceremony felt as if we were in a big carnival, where spirits and humans joined together to celebrate. These beings were filled with love and concerns for people’s well being. They were flying around, helping people and having fun at the same time. They looked like little kids just enjoying life. The spirits were of all shapes;small ones, big ones and very big ones. Then suddenly, a spirit that was flying around saw me and said:
One of them asked me with a big smile “why do you put mud on your hair?” He was clearly referring to the gel I had put on my hair that morning. He even called other spirits to come look at my “muddy hair” and they all started poking it.
Don’t take life too seriously, because like Shakespeare said: “Life is but a dream”. Life is a dream and when we die we awake to another world.






