Inparticlephysics, wedealwithverysmallthings, wereinterestedininteractionsandsowemighthave a groupofparticlesinitiallywhichinteracttogiveme a groupofparticlesattheend, andtheydon't havetobethesame.
ButWhatwe'reinterestedinis a wayofdescribingthatinteractiontogofromthisinitialstatetothefinalstateon.
Thereare a numberofapproachestothat, andoneofthemostfamousthat's beendevelopedinitiallybydirectbutthenreallypushedforwardby a finemanwascalledThePathIntegralformalism.
Andsoit's a wayofregularizingyourtheoryandmakingitselfconsistent.
Sothesearethegoodparticles.
Yeah, I guessthere.
Really?
Inthiscase, theyreallyarejust a mathematicaltrick.
Because, as I say, you'vegotYougotthesetheorieswhichhavethesymmetries, theseredundanciesofinformationondheYou'vegottowhenyouactuallycontactedthere, you'vegottoremovethoseredundanciesandusethismathematicaltrickofintroducingthisghostparticlethatcomesalong, seestheactualdegreesoffreedom, theextraredundantbitsandeatsthem.
They'reinthesenseofyoudetectingthemsotheyactuallyparticleswhileyougivethemthenameparticlebecausetheyhavepropertiesthat a similartoparticles, youcanassociatevariousnumberswiththem.
Youcanassociate a momentumwiththemyoucanassociateamassedwiththem.
Ifitturnsoutthese, umgaugefeelsthatweweredescribingacquire a mass, whichtheydoandandwhat's knownastheHiggssymmetrybreakingphasetransition, whereallparticlesacquiremass.
Thatmeansthisisessentially, Ifyouand I was a runalongonthefootballfield, a CZwehaveinthepastthere, Bradyandyouknow, thefasterwerun, themorekineticenergywayhave.
If a ghostparticlewasdoingthat, hewouldhavemorenegativekineticAngie.