. "4473265"^^ . . . . . . "La conjentura de Calogero \u00E9s una . Es tracta d'una explicaci\u00F3 de quantificaci\u00F3 que implica la mec\u00E0nica qu\u00E0ntica, originalment estipulada el 1997 i posteriorment publicada el 2004 per Francesco Calogero que suggereix el camp de fons estoc\u00E0stic cl\u00E0ssic al qual atribueix el comportament mec\u00E0nic qu\u00E0ntic en la seva teoria de la fluctuant l'espaitemps, i que hi ha m\u00E9s relacions matem\u00E0tiques entre les quantitats involucrades. Essencialment, la relaci\u00F3 explicada per Calogero es pot expressar amb les f\u00F3rmules: A m\u00E9s: Const G,m On:"@ca . . . . "Conjectura de Calogero"@ca . . . . . . "The Calogero conjecture is a minority interpretation of quantum mechanics. It is a quantization explanation involving quantum mechanics, originally stipulated in 1997 and further republished in 2004 by Francesco Calogero that suggests the classical stochastic background field to which Edward Nelson attributes quantum mechanical behavior in his theory of stochastic quantization is a fluctuating space-time, and that there are further mathematical relations between the involved quantities. Essentially, the relation explained by Calogero can be expressed with the formulas: Furthermore: Const G,m"@en . . "The Calogero conjecture is a minority interpretation of quantum mechanics. It is a quantization explanation involving quantum mechanics, originally stipulated in 1997 and further republished in 2004 by Francesco Calogero that suggests the classical stochastic background field to which Edward Nelson attributes quantum mechanical behavior in his theory of stochastic quantization is a fluctuating space-time, and that there are further mathematical relations between the involved quantities. The hypothesis itself suggests that if the angular momentum associated with a stochastic tremor with spatial coherence provides an action purported by that motion within the order of magnitude of Planck's constant then the order of magnitude of the associated angular momentum has the same value. Calogero himself suggests that these findings, originally based on the simplified model of the universe \"are affected (and essentially, unaffected) by the possible presence in the mass of the Universe of a large component made up of particles much lighter than nucleons\". Essentially, the relation explained by Calogero can be expressed with the formulas: Furthermore: Const G,m Where: represents the gravitational constant represents the mass of a hydrogen atom. represents the radius of the universe accessible by gravitational interactions in time, t. is a dimensional constant. Despite its common description, it has been noted that the conjecture is not entirely defined within the realms of Nelson's stochastic mechanics, but can also be thought of as a means of inquiring into the statistical effects of interaction with distant masses in the universe and was expected by Calogero himself to be within the same order of magnitude as quantum mechanical effects."@en . . . . "1113924131"^^ . "La conjentura de Calogero \u00E9s una . Es tracta d'una explicaci\u00F3 de quantificaci\u00F3 que implica la mec\u00E0nica qu\u00E0ntica, originalment estipulada el 1997 i posteriorment publicada el 2004 per Francesco Calogero que suggereix el camp de fons estoc\u00E0stic cl\u00E0ssic al qual atribueix el comportament mec\u00E0nic qu\u00E0ntic en la seva teoria de la fluctuant l'espaitemps, i que hi ha m\u00E9s relacions matem\u00E0tiques entre les quantitats involucrades. La pr\u00F2pia hip\u00F2tesi suggereix que si el moment angular associat a un tremolor estoc\u00E0stic amb coher\u00E8ncia espacial proveeix una acci\u00F3 suposada per aquest moviment dins de l'ordre de la magnitud de la constant de Planck, llavors l'ordre de magnitud del moment angular associat t\u00E9 el mateix valor. El mateix Calogero suggereix que aquestes troballes, originalment basades en el model simplificat de l'univers \"es veuen afectades (i essencialment, no es veuen afectats) per la possible pres\u00E8ncia en la massa de l'univers d'un gran component format per part\u00EDcules molt m\u00E9s lleuger que els nucleons\". Essencialment, la relaci\u00F3 explicada per Calogero es pot expressar amb les f\u00F3rmules: A m\u00E9s: Const G,m On: representa la constant de la gravitaci\u00F3 Representa la massa d'un \u00E0tom d'hidrogen. representa el radi de l'univers accessible per interaccions gravitacionals a temps, t. s una constant dimensional. Malgrat la seva descripci\u00F3 comuna, s'ha observat que la conjectura no est\u00E0 del tot definida dins dels dominis de la mec\u00E0nica estoc\u00E0stica de Nelson, sin\u00F3 que tamb\u00E9 es pot considerar com un mitj\u00E0 per investigar els efectes estad\u00EDstics de la interacci\u00F3 amb les masses distants de l'univers i era d'esperar pel mateix Calogero per estar dins del mateix ordre de magnitud que els efectes mec\u00E0nics qu\u00E0ntics."@ca . . . . . . . . . . "4674"^^ . . . . . . . "Calogero conjecture"@en . . . . .