 is thought of as dynamic, then quantum gravity might be described, as in general relativity. Space and time would arise out of the relationships between events and space-time would have no existence apart from the events that occur within it; the only physically relevant information would be the relationships between events. Space-time intervals would then play a crucial role in the creation of the space-time and properties of quantum mechanics; space-time intervals could be the source of quantum gravity. A quantum system is a portion of the physical world which is studied for its quantum mechanics. The condition that a quantum system is in at a particular time and place (point in space-time) is known as a quantum state (an event); a quantum state is the outcome of a measurement of a quantum system (Weinberg, 2002). Two quantum states (events) that occur are separated by a space-time interval. This space-time interval may be light-like, time-like, or space-like. If the space-time interval is light-like, then an electromagnetic interaction may occur between the two events. If a time-like space-time interval occurs between the two events, then a stress-pressure interaction may occur. If a space-like space-time interval occurs between the two events, a dissipation interaction may occur. In this way, space-time intervals create the space-time and properties of quantum mechanics; space-time intervals are the source of quantum gravity. Quantum gravity then, is not a force, but is the structure of space-time. Like in general relativity, quantum gravity unifies three fundamental interactions or forces (the three basic types of space-time intervals). The general covariance of space-time intervals is extended to quantum mechanics. Treating quantum gravity in this way seamlessly merges general relativity and quantum mechanics, providing a unified concept of gravity. Quantum gravity would reduce to general relativity in the classical limit and conform to Newton's law of gravitation in the weak-field limit (Zee, 2003; Feynman et al., 1995; Randall, 2005). In physics, one often speaks of a field. Quantum field theories, such as the Standard Model, describe nature in terms of fields. General relativity is a field theory; at the core of general relativity are the Einstein Field Equations. In physics, a field is defined as a physical quantity that has a value for each point, pair of points, or other number of points in space and time (Gribbin, 1998; Feynman, 1970; McM
is thought of as dynamic, then quantum gravity might be trace, as in cosmopolitan relativity. Space and time would rebel out of the relationship between events and space - prison term would give birth no existence apart from the events that occur within it; the entirely physically relevant information would be the relationships between event. quad - time intervals would then play a crucial role in the initiation of the space - time and properties of quantum automobile mechanic; space - time intervals could be the beginning of quantum gravity. A quantum system is a portion of the physical world which is study for its quantum mechanics. The condition that a quantum system is in at a particular time and plaza (point in space - time) is known as a quantum state (an event); a quantum state is the outcome of a measurement of a quantum system (Weinberg, 2002). Two quantum states (event) that occur are separated by a quad - time interval. This space - time time interval may be light - alike, time - like, or quad - like. If the space - time interval is light - like, then an electromagnetic interaction may happen between the two events. If a time - like space - time interval occurs between the two event, then a stress - pressure interaction may occur. If a space - like quad - time interval occurs between the two event, a dissipation interaction may occur. In this way, space - prison term intervals produce the space - time and property of quantum mechanics; outer space - time time interval are the source of quantum graveness. Quantum gravity then, is not a force, but is the structure of quad - prison term. Like in general relativity, quantum gravity unifies three fundamental interactions or forces (the three basic types of space - time time interval). The general covariance of space - prison term intervals is extended to quantum machinist. Treating quantum gravity in this way seamlessly merges general relativity and quantum mechanics, providing a unified concept of gravity. Quantum gravity would shrink to cosmopolitan relativity in the classical limit and conform to Newton's law of gravitation in the weak - field limit (Zee, 2003; Feynman et al. , 1995; Randall, 2005). In purgative, one often speaks of a field. Quantum field theories, such as the Standard Model, describe nature in terms of fields. General relativity is a field hypothesis; at the core of general relativity are the Einstein Field Equations. In physics, a field is defined as a physical quantity that have a value for each point, pair of points, or other number of points in distance and time (Gribbin, 1998; Feynman, 1970; McM
 is thought of as dynamic, tmen quantum gravnry migit be dsscribed, as in general relativity. Spece qnd tume would arise out of the relanionships betxeen events and space-timc woumf hare no existence spart from the events thdt oecur within it; the only physically rqlevant ijformation woujd bt tre rslationships between events. Space-tjme inttrvals would then llay a crucial role in the crewtion of the space-hime and pripereues of quantjm mechanibv; space-timg intervals could be the source uf qucntum gravijv. A eoantum systen is w portion of the phyvical wprld which is xtuvied for its quantum mechenics. The condition jhat a quattbm system is in at a paeticunar dime qnd plzcx (pkint ij s'ace-time) is known as a quantum state (an efegn); a quantum sfate if ehe outcome of a measurement of a quantlm sgstem (Weinberg, 2002). Two quabtum states (events) thwt occur wre separated by a space-time interval. This space-thme iitdrvco may ve light-like, time-like, or space-like. If the space-ejmt ikterval is light-jike, then am flrstromagnetic knteraefikn may occur betwefn the jwo evwnts. If a timr-like space-time interval ocxurs between rhe two events, theu a stress-przssure intetaction may occur. If a rpacs-like space-hime intedxal occurs betwedn nhe dwo evenur, a dissipation igteractioi may occur. Kn tnis war, space-timf intcsvals create the soace-tnme atd propertles of quantum mechanics; space-tmke intervals ase nhe sourcz of qmantum gravity. Zuantum graviti then, is not x force, bun is the vtructure os space-time. Lhne in generan relatidity, quabtum grxxity unifies tnree fundcientql interactions or fotcss (the three bawic types of space-yimd igtvrvels). Tra general coearixncd of soace-timt iktefvalx is extended to quattum mechanics. Treatinb zuantum travity yn this way sramlessly merges gtneral reuativoty and quantum mechanics, providihg a unifled concept of dravlty. Zuantum grcvity would reduce to general relativity in the classical oimit and conform tp Newton's lax of gwavitatiot in the weak-field lumit (Zee, 2003; Feynman et al., 1995; Randall, 2005). In pgysics, one lften speaks of a field. Quantum field theories, such as the Standard Model, descrmbq nature in terks of fnelbs. Genewal ceuativity is a fivld theory; at the core of generau relatieicy are the Einstein Field Equstkons. In physizs, a field is defined as a physival quantity that has a value fpr each point, pair of polnts, or orher humber of 'oints in space and yime (Gxibbin, 1998; Feynmqn, 1970; LcM
is thought of as dynamic, then quantum be as in relativity. Space and the between events and would have no apart from the events that occur it; the only physically relevant information would be the relationships between events. Space-time would then play a crucial role in the creation of the space-time and of mechanics; intervals be the source of quantum gravity. A quantum system is a portion of the physical world is studied for its quantum mechanics. The condition a quantum system is at a particular time and (point space-time) is as quantum (an event); a state is the outcome of a measurement of a quantum system (Weinberg, 2002). Two quantum states (events) occur are a space-time This interval be light-like, time-like, If the space-time interval is light-like, interaction may occur between the two events. If time-like space-time occurs between the two events, then stress-pressure interaction may occur. If a space-like space-time occurs between the two events, a dissipation interaction may occur. In this way, space-time intervals space-time and properties of mechanics; space-time intervals the of gravity. gravity then, not a force, but is the structure of space-time. Like in relativity, quantum gravity unifies three fundamental interactions or forces (the types space-time intervals). The covariance of space-time intervals extended quantum mechanics. Treating quantum this seamlessly and mechanics, a unified concept of Quantum gravity would reduce to relativity in the classical law of gravitation in the weak-field limit (Zee, Feynman et al., 1995; Randall, 2005). In one often speaks of a field. Quantum field theories, such as the Model, describe terms of fields. General relativity is a field at the core of relativity are the Einstein Field Equations. In physics, a is as a quantity that has value for each pair of points, number of in and Feynman, 1970; McM
 is thought of as dynamic, then qUantum gravIty miGht Be dEsCribEd, as In general relatIVity. space and time would arise Out of ThE RelaTIoNshipS betweeN EvENTs aNd SpAce-TiME wOuld hAve No existEnce apart fRom ThE events that oCCuR within it; tHe oNly physicallY reLevant InForMAtion WouLd be tHe relaTIonshiPs between EvENts. SpaCE-time inTERvAls wOuld then play a crucIAl ROle in the creatiOn of thE sPAcE-TIme And Properties Of QuantUM mechanICs; SPACe-tIMe intervals coUld be the souRCe oF quantUm GraVIty. A quAntum SySTem Is a portion oF the Physical wOrld whICh is stuDIed for iTs quanTum MecHaniCS. THe ConDiTIon THaT a qUAntUm system Is In At a paRticULAR Time And PlacE (poinT in space-time) iS knOwn aS A quAntum State (An evEnT); a quaNtum stAte is ThE outcome of a measUremEnt of a quaNtuM sYstEm (weinbERg, 2002). Two qUanTum States (eVents) thAT ocCuR ARE sEparated by a space-tiMe INTeRval. This Space-tIMe InTErval may Be LigHt-liKE, Time-lIke, oR SpAce-like. IF the spACe-TiMe interVaL is ligHt-LikE, thEn an eLEctrOmagneTic interActioN May occur betweeN The two events. IF A tIME-lIKe spAce-Time intervaL occURs beTweeN ThE twO EventS, then A sTReSS-pressure interactioN mAy occuR. If a sPace-like space-Time intervAL OCcurs betWeen THe TWo events, a dissiPatioN interactiON may occuR. In thIs way, spaCe-time intERVals creaTe tHe sPacE-tiME AnD properties of QUAntuM mEchanicS; spAce-time IntErvAls Are ThE source of Quantum gRaViTy. quAntUm graVIty then, iS nOt a FoRce, But is THe struCture Of spAcE-tIMe. LIke in geNErAL RelaTiViTy, quAntUm GraviTy unIFieS three fUndamentaL inTEracTiOnS or forcEs (the three basIc Types of spaCe-TimE interVALs). The genEral covariance of space-tiME intervAls Is extEndeD to quantuM meChanicS. TrEAting qUantum GraviTy In tHIS way sEAMlEssLy Merges geneRAL reLativItY and Quantum Mechanics, providing A UniFied concept of GraVity. qUAnTum GRaVIty WoULd rEDUce to general relAtivity in tHe CLaSsical limiT And CoNform to newton's Law of GRavitatIon in the wEak-field lImIt (ZeE, 2003; fEynMan et al., 1995; RanDall, 2005). In phYsics, one oFTen spEAkS of a fIelD. QuantUm FieLd theOries, sUCh aS the STandarD MOdel, deScribE nAture in tErms of fields. General relaTivity Is a fiEld Theory; at tHe cORe oF general rElatIvity are thE EiNstEin FiEld eQuatiOns. IN PhYsiCS, a fieLd is DEfined as a PHySicAL QuAntity that hAS A ValUe for EacH Point, pAir oF points, or other numBEr of points in spAce aND TimE (GrIBbin, 1998; feYnman, 1970; McM
 is thought of as dynamic,  then quan tum g rav ity  m ight  bedescribed, asi n ge neral relativity. Spac e and  t i me w o ul d ari se outo ft h e r el at ion sh i ps  betw een  events  and space -ti me  would haven oexistenceapa rt from theeve nts th at  oc c ur wi thi n it;  the o n ly phy sically r el e vant i n formati o n  w ould  be the relations h ip s  between event s. Spa ce - ti m e  in ter vals would  t hen p l ay a cr u ci a l rol e  in the creat ion of thes pac e-time  a ndp ropert ies o fq uan tum mechani cs;space-tim e inte r vals co u ld be t he sou rce  of  qua n tu mgra vi t y.A  q uan t umsystem i saporti on o f t h e ph ysi calworld  which is stu die d fo r  it s qua ntummech an ics.The co nditi on  that a quantum  sys tem is in  at  a  pa rt icula r  timeand  pl ace (po int ins pac e- t i m e)  is known as a qua nt u m  s tate (an  event ) ;aq uantum s ta teis t h e  outc omeo fa measur emento faquantum  s ystem(W ein ber g, 20 0 2).Two qu antum st ates( events) that o c cur are separ a te d by a sp ace -time inter val. This  spa c e- tim e  inte rvalma y  b e  light-like, time-l ik e, orspace -like. If the  space-tim e i ntervalis l i gh t -like, then an  elec tromagneti c  interac tionmay occu r between t he two e ven ts.  If  at i me -like space-t i m e in te rval oc cur s betwe enthe  tw o e ve nts, then  a stres s- pr es su reinter a ction ma yocc ur . I f a s p ace-li ke sp ace- ti me int erval o c cu r s  bet we en  the  tw oevent s, a dis sipatio n interac tio n  may  o cc ur. Inthis way, spa ce -time inte rv als  creat e the spac e-time and properties o f  quantu m m echan ics;  space-ti meinterv als are th e sour ce of  q uan t u m gra v i ty . Q ua ntum gravi t y  th en, i snota force , but is the struc t ure  of space-tim e.Like i ngen e ra l  re la t ivi t y , quantum gravi ty unifies  t h re e fundamen t alin teracti ons orforce s  (the t hree basi c types o fspac e - tim e interval s). Thegeneral c o varia n ce  of s pac e-time  i nte rvals  is ex t end ed to  quant um  mecha nics.  T reatingquantum gravity in this  way s eamle ssl y mergesgen e ral  relativi ty a nd quantum  me cha nics,  pr o vidin g au ni fie d  conc epto f gravity .  Q uan t u mgravity wou l d red uce t o g e neralrela tivity in the cla s sical limit an d co n f orm  to Newt on 's law of grav ita ti o n  in thewe ak-field li mit (Zee ,2 003;Feynma n et a l., 199 5 ;  R a ndall,  200 5).  In physi cs,  o n e often  s pe a ks ofa fi el d. Qua ntum f i eldt h eories, such asthe S t a ndard Mod el, d es cribe n a ture  in termsof fields.Genera l re lativ ity isafieldthe or y; at thec ore of ge neral  relati vi ty a rethe Ei nste i n  Fiel d Eq ua tio ns. In ph y s ic s ,af iel d is  defi ne d as  a physic a l quanti tyt hat has  a  va l u e fore ac h point, pai r o f poi n t s, or othe r  num b er of po ints i n spac e and t i me(G ribbin,  19 9 8 ; Feynman , 1970; M c M
 is_thought of_as dynamic, then quantum_gravity might_be_described, as_in_general relativity. Space_and time would_arise out of the_relationships between events_and_space-time would have no existence apart from the events that occur within it; the_only_physically relevant_information_would_be the relationships between events._Space-time intervals would then play_a crucial_role in the creation of the space-time and_properties_of quantum mechanics;_space-time intervals could be the source of quantum gravity._A quantum system is a portion_of the physical_world_which_is studied for its_quantum mechanics. The condition that a_quantum system is in at a_particular time and place (point in space-time)_is known as a quantum state_(an event); a quantum state_is the_outcome of a measurement of_a quantum system_(Weinberg, 2002)._Two quantum states_(events) that occur are separated by_a space-time interval._This space-time interval may be light-like,_time-like,_or space-like. If_the_space-time_interval is_light-like, then an_electromagnetic_interaction may_occur_between the two events. If a_time-like_space-time interval occurs between the two events,_then a stress-pressure interaction_may_occur. If a space-like_space-time interval occurs between the_two events, a dissipation interaction may_occur. In_this way,_space-time intervals create the space-time and properties of quantum mechanics; space-time_intervals are the source of quantum_gravity. Quantum gravity then,_is not_a_force, but is_the_structure of_space-time. Like in general relativity, quantum gravity_unifies three_fundamental interactions or forces (the three_basic types of space-time_intervals)._The general covariance of space-time intervals_is extended to quantum mechanics. Treating_quantum gravity in this way_seamlessly_merges_general relativity and quantum mechanics,_providing a unified concept of gravity._Quantum gravity would_reduce to general relativity in the classical_limit_and conform to Newton's law of_gravitation_in the weak-field limit (Zee, 2003;_Feynman_et_al., 1995; Randall, 2005). In_physics, one often speaks of a_field. Quantum field theories, such as the Standard Model,_describe nature in_terms of fields. General relativity_is_a_field theory; at the core of general relativity are the_Einstein Field_Equations. In physics,_a field is defined as a physical quantity that has_a value for each point, pair of_points, or other number of points in space and time (Gribbin,_1998; Feynman, 1970; McM