NOTHING SPECIAL LIVING ZEN PDF
Living Zen is nothing special: life as it is. Zen is life itself, nothing added. “ Put no head above your own,” declared Master Rinzai. When we seek from Zen (or. Notes on: Nothing Special: Living Zen by Charlotte Joko Beck. Struggle: 1. Self- centered thinking arises from living in fear and drains us of life energy thereby. Nothing Special [Charlotte J. Beck, Steve Smith] on myavr.info Nothing Special: Living Zen and millions of other books are available for Amazon Kindle.
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Editorial Reviews. Review. "Deep Wisdom; strong, clear, practical advice-- wonderful common sense Zen." -- Jack Kornfield, author of A Path with Heart. PDF: Teaching Zen to Americans by Kim Boykin () Philip Kapleau's The Three PDF: Nothing Special: Living Zen () by Charlotte Joko Beck with. By Charlotte Joko Beck. Charlotte Joko Beck used to be an American Zen instructor. Born in New Jersey, she studied track on the Oberlin.
Oh you read. Well, give up reading, O.
Give up reading your books? Well, they're all right. Read them once and that's enough. Books are useful. But some people read for fifty years, you know. And they haven't begun their practice. How would you describe self-discovery? You're really just an ongoing set of events: The awareness is keeping up with those events, seeing your life unfolding as it is, not your ideas of it, not your pictures of it.
See what I mean?
Charlotte Joko Beck and ‘Nothing Special’
How would you define meditation? Awareness of what is, mentally, physically. Can you please complete the following sentences for me? I don't wake up in the morning thinking I'm going to be useful. I really think about what I'm going to have for breakfast. I don't want to share anything with all people. Who do you want to share with? I just live my life. I don't go around wanting to share something.
That's extra. Could you talk about that a little bit? Well, there's a little shade of piety that creeps into practice. You could probably figure it out yourself. I think that's something I need to learn. You and I know there's nothing that's going to make me run away faster than somebody who comes around and wants to be helpful.
You know what I mean? I don't want people to be helpful to me. I just want to live my own life. Do you think you share yourself? She married and raised four children before separating from her husband and working as a teacher, secretary and assistant in a university department. She came to Zen practice in her forties and studied with the late Hakuyu Taizan Maezumi roshi.
For many years she commuted between San Diego and Los Angeles to practice with the roshi. She became one of Maezumi's twelve Dharma successors in and went on to establish the Zen Center of San Diego in where she served as head teacher until July, She is the founder of the Ordinary Mind Zen School, a loose fit organization of her Dharma successors which is non-hierarchical.
Joko's approach to Zen teaching was greatly informed by Western culture, and she discontinued shaving her head, seldom wore robes and seldom used titles. Joko was the author of two very important books that are frequently recommended by interviewees at Sweeping Zen— Everyday Zen and Nothing Special Her first book, Everyday Zen, is a book in which she described what meditation is and, more importantly, what it is not.
She does say that meditation practice is simple, and it's about ourselves. To practice effectively, we need to remove ourselves from all external stimuli. Then we experience reality, which is challenging for most of us.
In it Joko expresses what is the original essence of Zen—unencumbered by some of the formal practices and activities we've come to associate with Zen practice over the years. For Joko, Zen is simply being right here in the moment, with nothing extra.
Zen practice will yield us nothing other than this moment. In the book she answers her students questions and helps highlight, again, what Zen practice is really about.
We have to see that everything we demand and even get eventually disappoints us. This discovery is our teacher.
Her family placed her under the care of hospice. She is survived by her four children: She let us digest her teaching and grow in our own different directions.
Her Dharma seeds are scattered far and wide. They will go on sprouting in ways we cannot predict and cross-fertilize with other lineages. The Ordinary Mind School may grow or wither, but her influence is now everywhere. Let's picture if we can two landscapes. The first has a deep clear quiet pool, and the second also has a deep clear quiet pool. What kind of Practice? What is their main purpose? And products with both features simultaneously? Can instantaneous correlation be a problem when building a tree in practice?
How can Monte Carlo simulation be applied in practice? Under which probability measure is it convenient to simulate? How can we reduce the variance of the simulation, especially in presence of default indicators? What do traders think about it? What are the key aspects to take into account? What models are more apt at doing so? Also, answering some of these questions and others that are similar in spirit motivates new theoretical developments, maintaining the fundamental feedback between theory and practice we hinted at above.
Why am I here? However, such models are theoretically incompatible and cannot be used jointly to price other interestrate derivatives. Because of this lack of a standard, the choice of a model for pricing and hedging interest-rate derivatives has to be dealt with carefully.
Thus our aim in writing this book is two-fold. First, we would like to help quantitative analysts and advanced traders handle interest-rate derivatives with a sound theoretical apparatus.
We try explicitly to explain which models can be used in practice for some major concrete problems. Secondly, we would also like to help academics develop a feeling for the practical problems in the market that can be solved with the use of relatively advanced tools of mathematics and stochastic calculus in particular.
We review some of the basic short-rate models, both one- and two-dimensional, and then hint at forwardrate models, introducing the so called Heath-Jarrow-Morton framework. This third part contains a lot of new material with respect to the earlier edition. The fourth part is largely new, and is entirely devoted to smile modeling, with a parade of models that are studied in detail and applied to the caps and swaptions markets.
We consider some typical interest-rate derivatives dividing them into two classes: i derivatives depending on a single interest-rate curve; ii derivatives depending on two interest-rate curves. It is sometimes said that no one ever reads appendices. This book ends with eight appendices, and the last one is an interview with a quantitative trader, which should be interesting enough to convince the reader to have a look at the appendices, for a change.
A disclaimer is necessary though. Indeed, the book is not homogeneous, some topics are more developed than others. Hopefully, the explicit contribution of our work will emerge over these inevitable little misalignments.
Acknowledgments A book is always the product not only of its authors, but also of their colleagues, of the environment where the authors work, of the encouragements and critique gathered from conferences, referee reports for journal publications, conversations after seminars, university lectures, training courses, summer and winter schools, e-mail correspondence, and many analogous events. His copy is the most battered and travel-worn we have ever seen; Massimo is virtually a co-author of this second edition, having contributed largely to the new parts of Chapters 6 and 7, and having developed recent and promising results on smile calibration and credit derivatives market models that we have not been in time to include here.
Massimo also taught lectures and training courses based on the book all around the world, helping us whenever we were too busy to travel abroad. They have stimulated many developments with their objections, requirements and discussions. Hundreds of e-mails in the last years have reached us, suggesting improvements, asking questions, and pointing out errors.
All mistakes that are left are again, needless to say, ours. It has been tough to remain mentally sane in these last years, especially when completing this almost-one-thousand pages book. Finally, our ultimate gratitude is towards transcendence and is always impossible to express with words.
We just say that we are grateful for the Word of the Gospel and the Silence of Zen. Douglas Adams - We close this long preface with a particular thought and encouragement for young readers. We are trying to avoid the two apparent extremes of either scaring or boring our readers.
We would like you to give it at least a try.
Interest Rate Models - Theory and Practice
So, if you are one of the above young readers, and be you a student or a practitioner, we suggest you take it easy.
This is why we close this preface with the by-now classic recommendations A silence as big as everything. He thinks green thoughts. And his thoughts become things. Working the ring is like giving up cigarettes. John XIV. All is lost What should I expect to feel? Cosmic despair. It broadcasts on the lowest psychic frequencies I can handle despair and so can you. Some fundamental products, whose evaluation depends only on the initially given curves and not on volatilities, such as bonds and interest-rate swaps, are introduced.
A quick and informal account of fundamental derivatives depending on volatility such as caps and swaptions is also presented, mainly for motivating the following developments. The chapter introduces the theoretical issues a model should deal with, namely the no-arbitrage condition and the change of numeraire technique.
The change of numeraire is reviewed as a general and powerful theoretical tool that can be used in several situations, and indeed will often be used in the book.
We remark how the standard Black models for either the cap or swaption markets, the two main markets of interest-rate derivatives, can be given a rigorous interpretation via suitable numeraires, as we will do later on in Chapter 6. In this chapter, we begin to consider the dynamics of interest rates. The chapter is devoted to the short-rate world. In this chapter, we focus on such models, leaving the development of the multi-dimensional two-dimensional in particular case to the next chapter.
As far as the dynamics of one-factor models is concerned, we observe the following. Since the short rate represents at each instant the initial point XX Preface of the yield curve, one-factor short-rate models assume the evolution of the whole yield curve to be completely determined by the evolution of its initial point. We then illustrate the no-arbitrage condition for one-factor models and the fundamental notion of market price of risk connecting the objective world, where rates are observed, and the risk-neutral world, where expectations leading to prices occur.
We also show how choosing particular forms for the market price of risk can lead to models to which one can apply both econometric techniques in the objective world and calibration to market prices riskneutral world. A short-rate model is usually calibrated to some initial structures in the market, typically the initial yield curve, the caps volatility surface, the swaptions volatility surface, and possibly other products, thus determining the model parameters.
We hint at the fact that such models used to be calibrated only to the initial yield curve, without taking into account market volatility structures, and that the calibration can be very poor in many situations.
In such a case, calibration to the initial yield curve can be made perfect, and the remaining model parameters can be used to calibrate the volatility structures. We discuss the volatility structures that are relevant in the market and explain how they are related to short-rate models. We then present a method of ours for extending pre-existing timehomogeneous models to models that perfectly calibrate the initial yield curve while keeping free parameters for calibrating volatility structures.
Our method preserves the possible analytical tractability of the basic model. The reader, however, will have to adapt the model from intensity to interest rates on her own.
We then show how to extend the Dothan and EV models, as possible alternatives to the use of the popular BK model. We start by explaining the importance of the multi-factor setting as far as more realistic correlation and volatility structures in the evolution of the interest-rate curve are concerned.
The Philosophical Works of David Humes as an audiobook, listen here:
First,we apply our above deterministic-shift method for extending preexisting time-homogeneous models to the two-factor additive Gaussian case G2. As usual, our method preserves the analytical tractability of the basic model. We introduce the general framework and point out how it can be considered the right theoretical framework for developing interest-rate theory and especially no-arbitrage.
We report conditions on volatilities leading to a Markovian process for the short rate. This is important for implementation of lattices, since one then obtains linearly-growing recombining trees, instead of exponentiallygrowing ones. As has been said, most of us long for the first kind of practice life. But the second, facing life as it is, is more genuine; we keep churning up our drama -- seeing it, experiencing it, swallowing it -- throwing the garbage into ourselves, the deep pool that we are.
A practice exclusively devoted to concentration shutting out all but the object of concentration is the first pool. Very peaceful, very seductive.
But when you climb out of the pool, the garbage of life remains -- our dualistic dealings with our work and relationships. You haven't handled them. Or you may resort to the well-intentioned but inaccurate devices of positive thinking or affirmations; the gas in the garbage increases and in time explodes.
The second pool being each moment of life, pleasant or unpleasant is at times a slow and frustrating practice, but in the long run, fruitful and satisfying. With all that as a background, let's look at what can be called the turning point in our life and practice.
From what are we turning? Let's look at some sentences: "I feel irritated. I feel annoyed. I feel happy. I feel I have been made happy by you. You may loudly protest, "Oh, never, I certainly don't want to feel irritated or hurt The first and uncomfortable years of sitting make it clearer and clearer that my desire is to be irritated or angry separate. That's almost all I have known as a means to preserve and protect what I think is my identity. With continued awareness, it dawns that there is only one person who can irritate me or make me feel lonely and depressed, and it is I -- myself as a false identity.
We begin to see a strange and lethal truth: contrary to our beliefs, our basic drive and all our life fore goes into a struggle to perpetuate our separateness, our touchiness, or self-righteousness. Lao Tzu said, "He who feels punctured, must be a balloon.
If we can be punctured hurt , we can be sure we are still a balloon. We want to be a balloon; otherwise we could not be punctured. But our greatest desire is to keep the balloon inflated. After all, it's me!Suzuki, , p. One of the best books you could find on Zen.
In Japanese, nature is written with two kanji symbols; one means self and the other means being. I wouldn't say a payoff. Emphasizing the distinction between Zen and verbally influenced public and private responses, especially those affected by commonly held cultural paradigms, does not mean that Zen practitioners are anti-intellectual, as some have charged e. I've been meditating on and off, completely on my own no teacher, no Zen center, etc.
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