“It depends on how you look at it."
. . . .
"I experience what I believe, unless I believe I won't, in which case I don't, which means I did.”
— Harry Palmer, Living Deliberately
Disclaimer.
This section of the website contains a variety of articles by Dr. White on controversial topics in modern physics. Some articles are written for the layman and some are more technical. Some contain older material that has been updated, but are interesting from a historical perspective. However, all are accessible to an attentive reader. Some articles are intended to encourage creative thinking outside of the box of current paradigms. The math is simple and mostly at high-school level. Explore and enjoy. Comments, suggestions, and corrections are welcome.
Each insight in Observer Physics is backed up with principles, logical arguments, and preliminary mathematical models. You can verify the simple math with a pocket calculator. You can test the ideas for yourself on the level of personal experience through many demonstrations and experiments suggested by Dr. White. There is much exciting exploration to be done. This is the beginning of a new era of science.
By all means feel free to do the suggested experiments, but remember that you are responsible for your own decisions and actions. Explore and enjoy the materials.
Theory.
“Theory of Observer Physics” by Dr. White. This paper contains a series of questions and subsequent points outlining the Theory of Observer Physics.
Here is a Chart of Standard Theory for a visual depiction.
Basic Approaches.
Here are the “Basic Approaches of Observer Physics” by Dr. White. This paper contains examples of how Dr. White pursues research in Observer Physics. These may inspire you to explore new directions in this emerging paradigm of our century's scientific endeavor.
Principles and Discoveries.
“A Sampler of New Insights and Discoveries Developed in Observer Physics” by Dr. White.
“Some Principles and Discoveries of Observer Physics” by Dr. White. This paper contains brief summaries to give you a quick overview of recent research findings. For example, see the discussion of the Moessbauer effect and nonlocality and details of relations among quarks and leptons in the discussion of neutrinos and charge.
Helpful Tools.
Here are Some Helpful Tools for exploring materials on this website or upgrading your own life in terms of ideas and experiences.
And Some Criteria for evaluating the above mentioned tools.
The Great Velocity Equation
Notes and Derivation of the Great Velocity Equation by Dr. White
This is The Great Velocity Equation that results from the findings of Einstein and de Broglie in the early 20th century. The "Vm" dimension represents the velocity of an object with mass in physical space with respect to the observer. It defines the space "in front of" the observer's viewpoint in terms of multiples of a standard unit of distance (meter) per a standard unit of time (the second). For example, if you move toward me (or away from me), the observer, at a fixed velocity, the "Vm" dimension indicates how far you will travel in one second. It goes in both directions since motion is relative (i.e., you moving toward me is the same as my moving toward you in the opposite direction.) The "Vi" dimension represents the velocity of an imaginary object in mental space. This is a real phase velocity that results from an observer imagining relationships and interactions between objects that actually have no connection. It extends in two opposite directions at 90 degrees to the trajectory of the massive object (to the right and left of the observer's attention vector.) The "default" interaction of mass and
imagination is always c squared, the fundamental velocity of light. This is the standard from which we judge other motions. It extends outward from the observer in the direction of his attention vector and orthogonal to that direction (as a wave front) at light speed. An observer generally maintains a low intensity attention vector in all directions and a high intensity vector bundle in a selected area of focus. The slower a massive object moves, the faster its phase velocity becomes. If the object comes to rest, its phase velocity encompasses the universe in a flash. An observer generally has attention on a relatively motionless environment around him. The phase velocity thus generates the impression that the observer and his local environment is embedded in a virtually infinite universe. This is the motivation for meditation. If you bring your attention on the physical world into a state of deep rest and silence, the phase velocity of your attention instantly spans the universe. If you set c = 1, then Vm will be a fraction with a value less than 1, and Vi will be its reciprocal: e.g., (1/2)(2/1) = (1)(1) = 1. As Vm becomes a smaller and smaller fraction, the reciprocal value of Vi becomes larger and larger. As Vm approaches zero, Vi approaches infinity. The trick is to reach a deep motionless state without falling asleep. This is done by shifting conscious attention to the phase velocity as the "mass" velocity reduces toward zero. A number of simple techniques easily enable this experience.