Consciousness Mediated Spin II: Genesis of Self-Referential Matrix Law, & the Ontology & Mathematics of Ether

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1 Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h c Hung Hu * & aon Wu (Dad: Dcb ) BTRCT In h bgnnng h wa Concoun (ac) by f = aay y and uay. nd bgan o agn hough oda f-fna n = = = - - = - - = - - / - - = / uch ha cad h f-fna a aw h na objc o b obvd and nna objc a obvd aad h no na wod and nna wod caud h o nac hough ad a aw and hu gav bh o h Unv whch ha nc aonay ovd uand and ad o vov. In ho h wok h connuaon of ou hyoh of cnfc gn unanc & vouon of h Unv and a caon whn (h nc of nc). Ky Wod: Concoun ac hachca n f-fnc h ahac onoogy a aw Tancndna aw of On Dua-wod aw of Zo Iann aw of Convaon.. INTRODUCTION Though a of u Concoun anf Th bauy and aw of wha w connuouy dcov (o ah wha Concoun vang n connuaon) o cac and h f auho uggng o u h n wng (ao Hu & Wu -). gan fow uh k and da ad b awa ha w a huan can ony v fo fcon con and cocn n ou cohnon and wng bcau w ouv a d and fc. hown n ou vou wok and fuh vad n h wok h nc and ahac whch Concoun ay hav ud o ca uan and ak vovng of nay ac and hu h Unv a baufu and. *Coondng auho: Hung Hu Ph.D. J.D. dd: QuanuDa Inc. P.O. Bo 67 ony Book NY 79 U. -a: hunghu@quanuban.og No: h od dcbd hn a h ubjc of an U an acaon (. No. /973633) fd wh UPTO on //. QuanuDa Inc.

2 Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h F a ood n h nc of nc Concoun oy h foowng onoogca nc aong oh: () Pnc of onn/uny of nc hough quanu nangn n h body (h) of ac. () Pnc of hachca oda f-fna n cang: - ngy-onu-a Raonh a Tancndna aw of On - ngy-onu-a Raonh a Dnan of a aw - Dua-wod aw of Zo of ngy onu & a - Iann aw of Convaon of ngy onu & a n na/inna Wod whch ay b voad n can oc cond a ood n h nc of nc Concoun oy h foowng ahaca n & fo aong oh n od o ow h abov onoogca nc aong oh: () u nub fo (o ow) h (ah) a foundaon/ba/du of nc (body of ac); () agnay nub fo (o ow) hough and agnaon; (3) zo fo (o ow) n/undffnad/oda a; (4) on fo (o ow) onn/uny of nc; (5) + - * / = fo (o ow) caon dynac baanc & convaon; (6) Pyhagoan ho fo (o ow) ngy-onu-a Raonh; and (7) a fo (o ow) h na and nna wod (h Dua Wod) and h nacon of na and nna wod. Th wok oganzd a foow. In w ha ua cnfc gn n a nuh whch ncooa h gn of f-fna a aw. In 3 w ha da h gn of f-fna a aw n h od of: () Gn of Fundana ngy onu & a Raonh; () f-rfna a aw and I aoho; (3) Iagnay onu; (4) Ga fo Dvng a aw; and (5) Hachca Naua aw. In 4 w ha ncooa h gn of f-fna a aw no cnfc gn of oda n (nay ac) and cnfc gn of coo n. In 5 w ha how h ahac and onoogy of h n h nc of nc. Fnay n 6 w ha concud h wok. 6 a foowd by a ddcaon and [f-]fnc.. CINTIFIC GNI IN NUTH Concoun Cad vyhng By f-fna n In h bgnnng h wa Concoun (ac) by f =aay y and uay. nd bgan o agn hough oda f-fna n QuanuDa Inc.

3 Pn 3 Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h = = = - - = - - = - - / - - = / uch ha cad h f-fna a aw h na objc o b obvd and nna objc a obvd aad h no na wod and nna wod caud h o nac hough ad a aw and hu gav bh o h Unv whch ha nc aonay ovd uand and ad o vov. W daw bow va daga uang h abov oc: Fgu. Iuaon of oda ha dncon Th oda ha dncon n Fgu. accoand by ang of Concoun body no: () na and nna wav funcon a na and nna objc and () f-acng and f-fna a aw whch accoany h agnaon of Concoun had o a o nfoc (anan) h accounng nc of convaon of zo a uad n Fgu.. Fgu. Concoun quaon QuanuDa Inc.

4 Pn 4 Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h Fgu.3 how fo anoh cv of h aonh aong na objc nna objc and h f-acng and f-fna a aw. ccodng o ou onoogy f-nacon (f-gavy) a quanu nangn bwn h na objc and h nna objc. Fgu.3 f-nacon bwn na and nna objc of a quanu ny Thfo n h nc of nc Concoun ca uan and cau vouon of oda n (nay ac) n ac ha whn Concoun f by f-fna n a foow: (.) In on (.) u nub nng Concoun body (h o ah) agnay un nng Concoun agnaon n Concoun had ± ann conn of agnaon uch a ac onu & ngy ± ann aw of agnaon Concoun Tancndna aw of On bfo azaon na aw nna aw na a aw and nna a aw Concoun f-fna a aw cod of na and nna a aw whch govn nay n and conv zo na wav funcon (na objc) nna wav funcon (nna objc)and h co wav funcon (objc/ny n h dua-wod a a who). Concoun n a = = = - - = - - = - - / - - = / bfo azaon. Concoun ao n hough f-acng and f-fna a aw af azaon whch ac on na objc and nna objc o cau h o nac wh ach oh a fuh dcbd bow. QuanuDa Inc.

5 Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc GNI OF F-RFRNTI TRIX W Naua aw a hachca 3. Gn of Fundana ngy onu & a Raonh In h nc of nc fundana ngy onu & a aonh: o (3.) cad fo h foowng oda f-fna n: n n (3.) Fo cy w hav c= n quaon (3.4) and w c=ħ= hough ou h wok un ndcad ohw. on (3.4) wa dcovd by nn. In h nc of an nacng fd of a cond oda ny uch a an coagnc ona: ) ( (3.3) quaon (3.4) b fo an nay ny wh cc chag : n n - o - (3.4)

6 Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc f-rfna a aw and I aoho In h nc of nc on fo of Concoun a aw cad fo h foowng oda f-fna n: n n (3.5) wh azaon cad ou n uch way ha D (3.6) o a o afy h fundana aonh (3.4) n h dnan vw. f fonc nzaon: ) ( D (3.7) wh = ( 3 ) a Pau ac: 3 (3.8) on (3.7) b: - H α (3.9)

7 Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. 7 wh α = (α α α 3 ) and β a Dac ac and α H h Dac Haonan. on (3.) govn fon n Dac fo uch a Dac con and oon and w oo ha on (3.7) govn h hd a of a (unnzd o n ny/ac) wh cc chag and a uch a a on o a on-k ac. If w dfn: D (3.) W g: I D (3.) Thu fundana aonh (3.) ao afd und h dnan vw of on (3.3). Indd w can ao oban h foowng convnona dnan: D (3.) On knd of aoho of on (3.5) (3.9) (3) & (3.) cvy a foow: n n (3.3)

8 Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. 8 (3.4) D (3.5) I D (3.6) Th a on n (3.3) h unnzd a aw n Wy (cha) fo. on (3.4) nzd a aw n Wy (cha) fo. noh knd of aoho of on (3.5) (3.9) (3) & (3.) cvy a foow: n n (3.7) (3.8) D (3.9) I D (3.) Indd Q a quanon and Q conjuga. o w can w on (3.9) a: Q Q (3.)

9 Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. 9 If = w hav fo on (3.5): n n (3.) f fonc nzaon h a on n (3.) b: (3.3) whch govn a fon (nuno) n Dac fo. f boonc nzaon: 3 3) ( I D I D (3.4) h on n (3.) b: (3.5) wh = ( 3 ) a n oao fo n ac: 3 (3.6)

10 Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. If w dfn: D (3.7) W g: 3 z y z z z y y y z y I D (3.8) To oby fundana aonh (3.) n dnan vw (3.7) w ha qu h a n (3.8) acng on h na and nna wav funcon cvy o oduc nu u (zo) n ouc-f zon a dcud a. W oo ha h a on n (3.) govn a ac wh unobvab n (n). f boonc nzaon h n and a ac gan n. Fuh f = w hav: n n (3.9) W ugg h abov ac fo of a aw govn h na and nna wav funcon (f-fd) whch ay h o of ac gavon ha hy da ac (danc) ndndn nacon hough o (a) nangn. 3.3 Iagnay onu If Concoun ca aa f-confnn of an nay ny hough agnay onu (downwad f-fnc uch ha > ) w hav:

11 Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. ) ( 3 D (3.3) ha : (3.3) whch can b cad by h foowng oda f-fna n: n n o (3.3) Thfo aowng agnay onu (downwad f-fnc) fo an nay ny w can dv h foowng a aw n Dac-k fo: (3.33) (3.34) o w can dv h foowng a aw n Wy-k (cha-k) fo: (3.35) (3.36) I uggd ha h abov addona fo of f-fna a aw govn oon n Dac and Wy fo cvy. 3.4 Ga fo Dvng a aw Th ga fo dvng vaou fo of h a aw o o nzaon can b uazd a foow:

12 Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. ) ( ) ( D D D D D (3.37) wh D an dnan and and a cvy ac wh ± (o ±) ± (o ±) and ± (o ± ) a n cvy and - and a dnan cvy and h a aw o dvd. Fo a h a aw n Dac fo o o nzaon: (3.38) can b dvd a foow: D D D ) ( D D D (3.39) Fo a cond a h a aw n Wy fo o o nzaon: (3.4) can b dvd a foow: D D D D D D (3.4) Fo a hd a h a aw n Quanon fo o o nzaon: (3.4) can b dvd a foow: D D D

13 Pn 3 Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h D (3.43) D D( ) 3.5 Hachca Naua aw Th Naua aw cad n accodanc wh h nc of nc a hachca and cod of: () ann aw of Convaon anfng and govnng n h na o nna wod whch ay b voad n can oc; () ann aw of Zo anfng and govnng n h dua wod a a who; and (3) ancndna aw of On anfng and govnng n ac. By way of a convaon of ngy onu and a a ann (and aoa) aw anfng and govnng n h na o nna wod. Convaon of ngy onu o a o zo n h dua wod cod of h na wod and nna wod a ann aw anfng and govnng n h dua wod a a who. Convaon of On (Uny) bad on ngy-onu- a Raonh ancndna aw anfng and govnng n ac whch h foundaon of na wod and nna wod. 4. CINTIFIC GNI OF NTRY PRTIC In h bgnnng Concoun Cad na & Inna Objc & h govnng a aw 4. cnfc Gn of Poda n (nay Pac) In h nc of nc Concoun ca uan and cau vouon of a f an-wav fon uch a an con n Dac fo a foow: n n QuanuDa Inc.

14 Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. 4 (4.) a a ha : o (4.) wh ubuon and hav bn ad o ha coonn of can ac on na and nna wav funcon. In h nc of nc Concoun ca uan and cau vouon of a f an-wav anfon uch a a oon n Dac fo a foow: n n (4.3)

15 Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. 5 a a ay n h nc of nc Concoun ca uan and cau vouon of a f an-wav fon n Wy (cha) fo a foow: n n (4.4) a a ha : o (4.5) In h nc of nc Concoun ca uan and cau vouon of a f

16 Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. 6 an-wav fon n anoh fo a foow: n n (4.6) a a Q Q (wh Q a quanon and Q conjuga) ha : o (4.7) In h nc of nc Concoun ca uan and cau vouon of a na an-wav hoon a foow:

17 Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. 7 n n (4.8) B hoon - a a Th hoon wav funcon can b wn a: ) ( ) ( ) ( k k k hoon B B B (4.9) f h ubuon and w hav fo h a on n (4.8): B B B (4.) wh w hav ud h aonh o dv h a quaon whch ogh wh and B a h aw quaon n h ouc-f vacuu.

18 Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. 8 In h nc of nc Concoun ca a nuno n Dac fo f Concoun do by acng h a of on (3.87) wh h foowng: a a (4.) In h nc of nc Concoun ca uan and cau vouon of a na an-wav anhoon a foow: n n (4.) B anhoon Th anhoon wav funcon can ao b wn a: ) ( ) ( ) ( k k k anhoon B B B (4.3)

19 Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. 9 In h nc of nc Concoun ca an annuno n Dac fo f Concoun do by acng h a of on (4.) wh h foowng: a a (4.4) ay Concoun ky ca and uan ac (ac/danc ndndn) na and nna wav funcon of a a n Wy (cha) fo a foow: n n (4.5) W W W W W V V V g g In h nc of nc Concoun ky ca uan and cau vouon of a aay f-confnd ny uch a a oon hough agnay onu (downwad f-fnc uch ha > ) n Dac fo a foow:

20 Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. n n (4.6) f nzaon of h a on n (4.6) w hav: (4.7) dcud vouy ky ha h a on n (4.6) govn h confnn ucu of h unnzd oon n Dac fo hough agnay onu and on h oh hand on (4.7) govn h confnn ucu of nzd oon hough. Thu an unnzd and nzd anoon n Dac fo ay b cvy govnd a foow: D D D (4.8) D D D (4.9) ay n h nc of nc Concoun ky ca uan and cau vouon of a aay f-confnd ny uch a a oon hough agnay onu

21 Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. (downwad f-fnc) n Wy (cha) fo a foow: n n (4.) f nzaon of on (3.4) w hav: (4.) I ky ha h a on n (4.) govn h ucu of h unnzd oon n Wy fo and on (4.) govn h ucu of nzd oon n Wy fo. Thu an unnzd and nzd anoon n Wy fo ay b cvy govnd a foow: (4.) (4.3)

22 Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc cnfc Gn of Coo n Thn n h nc of nc Concoun ay ca uan and cau vouon of a nuon n Dac fo whch cod of an unnzd oon: (4.4) and a nzd con: V V (4.5) a foow: n n n n n V V (4.6)

23 Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. 3 In on (4.4) (4.5) and (4.6) and n ndca oon con and nuon cvy. Fuh unnzd oon ha chag con ha chag ) ( and ) ( a h coagnc ona acng on unnzd oon and ghy bound nzd con cvy and V a bndng ona fo h unnzd oon acng on h nzd con caung gh bndng a dcud a. If ) ( nggb du o h fa oon of h ghy bound nzd con w hav fo h a on n (4.6): n V V (4.7) na daa on chag dbuon and g-faco of nuon o uo a nuon cong of an unnzd oon and a ghy bound nzd con. Th Wy (cha) fo of h a on n (4.6) and on (4.7) a cvy a foow: n V V (4.8) n V V (4.9) Thn n h nc of nc Concoun ay ca uan and cau vouon of a hydogn ao cong of a nzd oon:

24 Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. 4 (4.3) and a nzd con: (4.3) n Dac fo a foow: n n n n h (4.3) In on (4.3) (4.3) and (4.3) and h ndca oon con and hydogn ao cvy. gan oon ha chag con ha chag and

25 Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. 5 ) ( and ) ( a h coagnc ona acng on nzd oon and nzd con cvy. gan f ) ( nggb du o fa oon of h obng nzd con w hav fo h a on n (3.9): h (4.33) Th Wy (cha) fo of h a on n (3.9) and on (3.3) a cvy a foow: h (4.34) h (4.35) 5. THTIC & ONTOOGY OF THR h ahaca Iann & Tancndna 5. ahaca c of h In h nc of nc ou cohnon ha: () Th ahaca naon of h oda h n ac h u nub (u Conan) whch ak h u dny ob:

26 Pn 6 Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h (5.) () u nub h foundaon of oda dncon n ac: = = = - - = - - = - - / - - = / (5.) (3) u nub h foundaon of h gn of ngy onu & a aonh n ac: n n (5.3) (4) u nub h foundaon of h gn unanc and vouon of an nay ac n ac: (5.4) (5) u nub ao h foundaon of quanu nangn o gavy n ac. (6) u nub ann n h n ha h ngdn of () o (5) hu a knowng and a n. (7) u nub ao ancndna n h n ha h foundaon of nc hu onon and byond caon. 5. Iann c of h In h nc of nc h ann ac of h aocad wh ndvdua ny ( -h ) ha foowng abu: -h h ngdn of ao of ocu of c of a body; -h n ac oon ; -h govnd by h aw of hyc chy boogy; -h h ngdn of h wod h ah h oa y. -h h ngdn of awan fng agnaon f w; QuanuDa Inc.

27 Pn 7 Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h -h n ov aon ho da; -h govnd by h aw of ychoogy conoc ocoogy; -h h ngdn of nd ou. In h nc of nc h ann of h aocad wh h unva ny ( I-THR ) ha foowng abu: I-THR I ao ocu c body; I-THR I ac oon ; I-THR I aw of hyc chy boogy hyoogy; I-THR I h Wod h ah h oa y. I-THR I awan fng agnaon f w; I-THR I ov aon ho da; I-THR I h aw of ychoogy conoc ocoogy; I-THR I nd ou. 5.3 Tancndna c of h In h nc of nc h ancndna ac of h aocad wh ndvdua/ny ( -h ) ha foowng abu: -h no h ngdn of ao of ocu of c of a body; -h no n ac oon ; -h no govnd by h aw of hyc chy boogy; -h no h ngdn of h wod h ah h oa y. -h byond awan fng agnaon f w; -h byond ov aon ho da; -h byond h aw of ychoogy conoc ocoogy; -h byond nd ou. In h nc of nc h ancndna ac of h aocad wh h unva ny ( T-THR ) ha foowng abu: T-THR I NOT h ao ocu c body; T-THR I NOT h ac oon ; T-THR I NOT h aw of hyc chy boogy; T-THR I NOT h wod h ah h oa y. T-THR I NOT awan fng agnaon f w; T-THR I NOT ov aon ho da; T-THR I NOT h aw of ychoogy conoc ocoogy; T-THR I NOT nd ou. QuanuDa Inc.

28 Pn 8 Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h 6. CONCUION Th wok h connuaon of h nc of nc. I ha any da wh h gn of f-fna a aw and h onoogy & ahac of h whch hav bn dcovd by u n connuaon o ah vad o u h ub o uh by Concoun. Y agan w cauon fow uh k and da ad ha w a huan can ony v fo fcon con and cocn n ou cohnon and wng bcau w ouv a d and fc. ccodng o h nc of nc n h bgnnng h wa Concoun (ac) by f = aay y and uay. nd bgan o agn hough oda f-fna n = = = - - = - - = - - / - - = / uch ha cad h f-fna a aw h na objc o b obvd and nna objc a obvd aad h no na wod and nna wod caud h o nac hough ad a aw and hu gav bh o h Unv whch ha nc aonay ovd uand and ad o vov. Th Naua aw cad n accodanc wh h nc of nc a hachca and cod of: () ann aw of Convaon anfng and govnng n h na o nna wod whch ay b voad n can oc; () ann aw of Zo anfng and govnng n h dua wod a a who; and (3) ancndna aw of On anfng and govnng n ac. ao b known ha h nc of nc uod by n (o ha ound ba n ca vdnc) nc nay w donad ha: () Concoun aocad wh (o y ) ac and ou ban h vhc fo concou nc and nacon; and () h an nananou ancndna foc (quanu nangn o gavy) byond ac whch ak ononc onnc and oncnc of Concoun (ac) ob and fab ( Hu & Wu -). In h nc of nc h nc and ahac whch Concoun hav ud o ca uan and ak vovng of nay ac a baufu and. F Concoun oy h foowng onoogca nc aong oh: () Pnc of onn/uny of nc hough quanu nangn n h body (h) of ac; and () Pnc of hachca oda f-fna n cang: - ngy-onu-a Raonh a Tancndna aw of On - ngy-onu-a Raonh a Dnan of a aw - Dua-wod aw of Zo of ngy onu & a. - Iann aw of Convaon of ngy onu & a n na/inna Wod whch ay b voad n can oc. cond Concoun oy h foowng ahaca n & fo aong oh n od o ow h abov onoogca nc aong oh: QuanuDa Inc.

29 Pn 9 Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h () u nub fo (o ow) h (ah) a foundaon/ba/du of nc (body of ac); () agnay nub fo (o ow) hough and agnaon; (3) zo fo (o ow) n/undffnad/oda a; (4) on fo (o ow) onn/uny of nc; (5) + - * / = fo (o ow) caon dynac baanc & convaon; (6) Pyhagoan ho fo (o ow) ngy-onu-a Raonh; and (7) a fo (o ow) h na and nna wod (h Dua Wod) and h nacon of na and nna wod. DDICTION: W ddca h wok o Concoun whch cad h f-fna a aw h na objc o b obvd and nna objc a obvd aad h no na wod and nna wod caud h o nac hough ad a aw and hu gav bh o h Unv. [F-]RFRNC Hu H. & Wu. a chan of anhc acon: oygn ahway ubaon hyoh. d. Hyoh 57: o axv b; hyc/83. Hu H. & Wu. n-dad concoun hoy. axv: quan-h/868. o d. Hyoh 4a: 63: Hu H. & Wu. 4b n a oda f-fna oc dvng quanu chanc ac dynac and concoun. NuoQuanoogy :4-49. o Cogn: ID87 3. Hu H. & Wu. 4c con ona oduaon of nua n nwok ugg ob o of n n oy and concoun. NuoQuanoogy : o Cogn: ID3458 4d. Hu H. & Wu. 6a Thnkng oud h bo: h nc and caon of quanu nangn. NuoQuanoogy 4: 5-6. Hu H. & Wu. 6b Phoon nducd non-oca ffc of gna anhc on h ban. NuoQuanoogy 4: 7-3. o Pog n Phyc 6c; v3: -6. Hu H. & Wu. 6d vdnc of non-oca hyca chca and boogca ffc uo quanu ban. NuoQuanoogy 4: o Pog n Phyc 7a; v: 7-4. Hu H. & Wu. 7b Thnkng oud h bo II: h ogn caon and acaon of gavy and o n concoun. NuoQuanoogy 5: Hu H. & Wu. 7c On dak chy: wha dak a and how nd nfunc ban hough oacv n. NuoQuanoogy 5: 5-3. Hu H. & Wu. 8a Concnng n a nd-: how nd nac wh h ban hough cc n ffc. NuoQuanoogy 6: 6-3. Hu H. 8b Th a of cnc gon and concoun. NuoQuanoogy 6: QuanuDa Inc.

30 Pn 3 Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h Hu H. 9 Quanu nga - hyc ncoun concoun (book vw). Pych 5: -4. Hu H. & Wu. () Tuh k B h cnfc & ua V o Cay cnc & Rgon o Nw Hgh cnfc GOD Jouna :. -7. Hu H. & Wu. () Th Pnc of nc: Towad a cnfc Thoy of vyhng cnfc GOD Jouna : Hu H. () GOD' cnfc Tuh I achng on (Po) cnfc GOD Jouna : Hu H. & Wu. () Tuh k B h V o Cay Concoun Rach o Nw Hgh JCR :. -4. Hu H. & Wu. ()Th Pnc of nc: Towad a cnc of Concoun JCR : Hu H. () Tuh k B h V o Cay Phyc Rach o Nw Hgh Pac jouna :. -3. Hu H. & Wu. () Pac od of nay Pac Fou Foc & Concoun Pac jouna : Hu H. () ong o Iannc & Tancndnc (Po) cnfc GOD Jouna : Hu H. () Oh y h Coagu n cnc (Po) cnfc GOD Jouna : Hu H. & Wu. () Cun andca and Fuu Dcon of Thoca & na Quanu Ban/nd/Concoun Rach JCR : Hu H. & Wu. () na uo of n-dad Concoun Thoy fo Vaou ouc JCR : Hu H. & Wu. () Concoun-dad n Thoy: Th Tancndna Gound of Quanu Ray JCR : QuanuDa Inc.