
Review of Short Phrases and Links 
This Review contains major "WheelerDewitt Equation" related terms, short phrases and links grouped together in the form of Encyclopedia article.
Definitions
 The WheelerdeWitt equation is a finitedifference equation.
 The WheelerDeWitt equation is a teleskopik version, with the univers as uon 'monster molekul', wich also has its huj number of other posibl konfigurations.
 Frieden's theory not only shows how to derive the WheelerdeWitt equation, but also seems to shed light on what the equation means.
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 No one has yet succeeded in using the WheelerDeWitt equation to integrate quantum theory with general relativity.
 Fortunately, Stephen Hawking and other theorists have shown that the WheelerDeWitt equation can lead to verifiable predictions.
 Abstract: We present a method for approximating the effective consequence of generic quantum gravity corrections to the WheelerDeWitt equation.
 Contrary to the general case, the WheelerdeWitt equation is well defined in minisuperspaces like the configuration space of cosmological theories.
 In theoretical physics, the WheelerDeWitt equation is a functional differential equation.
 Abstract: The KleinGordon equation is a useful test arena for quantum cosmological models described by the WheelerDeWitt equation.
 The general solution of the WheelerDeWitt equation is a discrete superposition of Hermite polynomials multiplied by complex exponentials.
WheelerDewitt Equation
 In theoretical physics, the WheelerDeWitt equation is an equation that a wave function of the Universe should satisfy in a theory of quantum gravity.
 Despite many attempts, such as the WheelerdeWitt equation, the field remains a rather speculative branch of quantum gravity.
Categories
 KleinGordon Equation
 Physics > Quantum Theory > Quantum Field Theory > Quantum Gravity
 Wave Function
 General Solution
 Information > Science > Physics > Theoretical Physics

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