UFT(unified field theory)?
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Anew theory of gravity as well as a unified field theory (UFT) are being proposed, showing how the four force fields work together, implicating also a fifth field. A main feature of this new model is the proposal of the existence of diallel, gravitational-field lines that emanate from every entity. For the earth, for example, they emanate radially from its center. These diallel lines provide a conduit for combined particle and wave flow and exchange beyond the speed of light, and they have quantum states similar to the atom. On the web site, we present a general field equation showing the importance of energy density in this new UFT. We also present a new gravitational force equation, that has as a special case the commonly accepted gravitational equation.
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I'm an Energy Psychology Practitioner.  Work with the EFT.  Go to this site and read the free manual...Please don't hurt yourself!  Make sure the statements you are saying while you tap are very clear and accurate, say them out loud if it helps.  The manual will help you though, it's not very hard at all to do or learn.  Get motivated, you're very valuable!!!
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consult the below link...very brief...http://en.wikipedia.org/wiki/String_theory
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A Grand Unified Theory of Everything cannot be explained in such fashion. I would recommend reading "Hyperspace" by Michio Kaku.
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The Grand Unified Field Theory. GUTs would be the foundation to all physics and would see the answer to many cosmological and quantum questions. With it you may be able to move faster than light, manipulate gravity fields, create elements and structures from scratch (think Star Trek Replicators), and work wonders as yet unthought of.\n\nYou know Einstein (my uncle Albert) and Stephen Hawking, the discovery of GUTs would put you above them both.
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„input harvmac „overfullrule=0pt {„it Exam} (1) Prove via path \n„def„R{{„bf R}} „def„S{{„bf S}} (a) Work in four-dimensional (flat) Euclidean space $„R^4$ and show that conformal invariance implies...\nhttp://www.math.ias.edu/QFT/fall/exam1.tex \n\n \nhttp://www.math.ias.edu/QFT/spring/stringPS8.tex\n...def„det{{„rm det}} „def„Det{{„rm Det}} „def„tr ... B$ of the Wess-Zumino-Witten model, satisfy the equations for conformal invariance and for\nhttp://www.math.ias.edu/QFT/spring/stringPS8.tex \n\n \nComments: Latex(2e), 34 pages, 4 figures (eps) On some UNIX machines\nSome private shortcuts: „def„be{„begin{equation}} „def„ee{„end{equation}} „def„bea{„begin{eqnarray}} „def„eea{„end{eqnarray}} „def...\nhttp://www.ma.utexas.edu/mp_arc/e/96-436.latex.mpmix \n\n \n=4 19| >0 63| >1 65| >2 434| >4 525| 0 1773| 1 630| 1/2 2530| 10 \n\nhttp://www-library.desy.de/lists/spihep.k \n\n \nStardrive.org - - Article/Content Template\nStardrive.org is dedicated to fostering increased public awareness and education in the theoretical and technological aspects of interstellar travel.\nhttp://www.stardrive.org/Sarmail1-3-01.shtml \n\n \n„documentstyle[12pt]{article} %„renewcommand{„baselinestretch}{2.0}\n...oddsidemargin 0 mm „def„ee{„end{equation}} „def ... correlation functions have a power law behaviour, indicates that conformal invariance may be\nhttp://theory.ipm.ac.ir/papers/src/ipm63.tex \n\n \n%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%...\n...def „pa {„partial} „def „ti {„widetilde} „def „se {{„prime„prime}} „def ... „subsection{Pre-big bang inflation and conformal frames}\nhttp://www.ba.infn.it/~gasperin/tex/ba437.tex \n\n \nhttp://www.ba.infn.it/~gasperin/tex/cer96267.tex\n...def „pa {„partial} „def „ra {„rightarrow} „def ... discussed in „cite{6a}, to the conditions of $„sg$-model conformal invariance represented by\nhttp://www.ba.infn.it/~gasperin/tex/cer96267.tex \n\n \n%%%%%%%%% LATEX FILE FOR FORMATTING GUIDELINES \n...def„xp{X^{+}} „def„xm{X^{-}} „def„Yp{Y^+} „def„Ym ... must be obeyed (in a conformal gauge this is the same as maintaining conformal\nhttp://theory.tifr.res.in/group/colloq/das.tex \n\n \n„documentstyle[twoside,psfig]{article}\n...def„ds{„displaystyle} „parindent=0pt „def ... out that this model is advantageous for the study of the conformal invariance conjecture for\nhttp://www.math.utah.edu/~ejpecp/EcpVol1/paper8.tex
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Simple Harmonic Motion (SHM) is all around us. Indeed, I understand that superstring theory embraces the notion of vibration in harmony. In fact the resonance of the superstrings is what gives rise to the manifestation of matter. Newton's First Law would be better expressed as "Every object moves in a manner dictated by simple harmonic motion."
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Laney, first of all allow me to say that I'm incredibly glad and pleasantly surprised to hear of your genuine interest in this field.   You are to be truly commended for your intellectual courage and abilities.  ...But to address your question, there are in fact thousands of great explanatory/layman-type books out there on Quantum Mechanics, Field Theory, Gravity, Philosophy, Reality, and associated topics like cosmology, etc.  Some of them even dating back to the mid 70's, that nonetheless are still wonderful reads.  ...Theoretical physics at the level that we are talking about here, though, is unfortunately a seven-headed exotic mathematical monster that is not even accessible to most physicists, much less the lay person.   Having said that, and as you know, there have been courageous attempts by talented physicist like Brain Greene (and many others before and after him) to make our latest theoretical/scientific visions of the physical world/universe available to the general public.   ...Since you mentioned that you are NOT mathematically inclined, but did enjoy Greene's The Elegant Universe, the first thing that came to my mind (and the book that I would recommend most) was in fact Greene's newer work called "The Fabric of the Cosmos: Space, Time, and the Texture of Reality" - in case you haven't read it yet.    \n\nAmong some of the other more recent titles worth mentioning also are:\n\nThe Great Beyond - by: Paul Halpener (A very nice book)\n\nThe Cosmic Landscape - by: Leonard Susskind\n\nHiding in the Mirror - by: Lawrence M. Krauss\n\nThe Road to Reality - by: Rofer Penrose\n\nA First Course in String Theory - by: Barton Zwiebach (This is a very nice book but a lil' more mathematically oriented than you might enjoy - let's say undergraduate physics level) \n\nI also highly recommend:  The Five Ages of the Universe - by: Fred Adams\n\nThat should keep you busy for a while - Good Reading!  ;-)
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There is a good description here : http://core.ecu.edu/psyc/wuenschk/docs30/multcomp.doc
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They have no names, we have the 4 most known which involve space and time... then we have 6 more to explain the superstring theory (curly dimensions) and the eleventh which was added to be able to explain the M-Theory.  Now, honestly I haven´t studied all of them and as a Mechanical Engineer my knowledge belongs to Newton so i stay with 4 of them only heheheh. However, check out these websites.
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many have tried:\n\nConvergence in science includes a plethora of unification theories. In Consilience, Edward O. Wilson argues that all knowledge is unified around a small number of natural, interlocking laws. These fundamental laws, which we are just beginning to comprehend, govern disciplines as diverse as physics and the humanities. In A New Kind of Science Stephen Wolfram uses simple cellular automata (265 programs) to produce many results found in nature such as: tree branches, streams dynamics, and even the possibility of a truly fundamental theory of physics. In The Elegant Universe, Brian Greene describes superstring theory: a theory of everything.
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i think the problem is when you try to apply general relativity - or gravity - to interaction betwen subatomic particles - especially when trying to understand how these forces worked during the first instant after the big bang. you wind up with nonsencial results - like zero equals one.
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omnipotence (from galactus or the living tribunal), omniscience, and  unaided cross-dimensional travel
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The pie in the sky reference was probably about his efforts to achieve a grand unified field theory.  The task was so difficult that he compared it to a "pie in the sky".\n\nBTW, I have a possible explanation for the 8π that appears in Einstein's Field Equations. Basically, the stress-energy tensor is calculated over the surface of a 4-dimensional sphere, not a 3-dimensional sphere. So instead of 4π, you get 8π. The extra factor of 2 comes from the fact that the surface area of a unit 4-sphere is 2π, where as the surface area of a unit 3-sphere is just π.
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The latest developments are very technical and hard to translate into non-mathmatical terms that lend themselves to this format.  Check the physics journals for the latest (see the link below).\n\nIn general lay terms, some of these developments include time evolution, D-branes, a variety of developments on tachyons, guage fixing, and time lumps.
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Here is the problem...\n\nThe more you study things, the more questions you have about them. Even Einstein died without fulfilling his wish to develop the unified field theory, unifying gravity with the other three known forces.
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http://hyperphysics.phy-astr.gsu.edu/Hbase/surten.html