Launch Helmet Camera
The downside to the digital revolution is that it has thrown up new technical challenges that both experienced shooters and novices need to master: not only white balance, memory and digital formats, but also unfamiliar features such as predictive autofocus, multi-pattern metering and programmed exposure. Many photographers find themselves baffled by the plethora of options they now face when shooting, and retreat to their cameras default settings and pre-sets; but this not only compromises your results, it also takes all the fun out of successfully composing and capturing the perfect shot. Now, for the first time, expert advice on practical and aesthetic questions is available in the kind of book which anyone can pack with their camera, without worrying about size, weight or cost. Are you still baffled by your cameras shooting modes? Do you find that your pictures are poorly exposed? Do you aspire to shoot beautiful black and white images? All the expert advice you need, on the questions you want answered, is now accessible portable, practical and affordable: "The Camera Bag Companions".
The spectral theory of ordinary differential operators L and of the equations (0.1) Ly= AY connected with such operators plays an important role in a number of problems both in physics and in mathematics. Let us give some examples of differential operators and equations, the spectral theory of which is well developed. Example 1. The Sturm-Liouville operator has the form (see ) 2 d y (0.2) Ly = - dx + u(x)y = Ay. 2 In quantum mechanics the Sturm-Liouville operator L is known as the one-dimen sional Schrodinger operator. The behaviour of a quantum particle is described in terms of spectral characteristics of the operator L. Example 2. The vibrations of a nonhomogeneous string are described by the equa tion (see ) p(x) o. (0.3) The first results connected with equation (0.3) were obtained by D. Bernoulli and L. Euler. The investigation of this equation and of its various generalizations continues to be a very active field (see, e.g., , ). The spectral theory of the equation (0.3) has also found important applications in probability theory . Example 3. Dirac-type systems of the form (0.4) } where a(x) = a(x), b(x) = b(x), are also well studied. Among the works devoted to the spectral theory of the system (0.4) the well-known article of M. G. KreIn  deserves special mention."
Toward Understanding the Hebrew Canon: A Form-Critical Approach explores in an original and reflective way the relations between the linguistic forms, ideas and life involvements of biblical genres. The various forms of the Hebrew Bible reflect and correspond to the richly diverse life experiences of the Hebrew people, which include varied legal, cultic and erotic interactions. Divine speech is a prominent literary form in the Hebrew Bible, according to Buss's analysis. It has an emotive character, and is highly personal. Such speech establishes a series of Origin events that run from creation to the foundation of kingship; it both provides norms for life and struggles with human recalcitrance. Divine speech also provides evaluative assessments of present and envisaged situations, and it promises a truly good End. The humans to whom divine speech is directed are called on to acknowledge the divine reality, which they can do through self-transcendence, as a part of selfhood. In ethics, a receptive attitude acknowledges the unconditional worth of others, which is supported by Deity. Human speech is usually also emotive, although on occasion it is concerned rather with dry historical actualities. It is intertwined with divine speech in narratives and prophecies. In these fourteen essays (one of them previously unpublished) the renowned biblical scholar Martin Buss gathers an array of his work from many years, bringing to bear on the Hebrew Bible his extensive researches in cross-cultural data and in other disciplines such as philosophy and social psychology.
Launch Helmet Camera Articles
Launch Helmet Camera Books
Launch Helmet Camera