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

Similar documents
Hu, H. &Wu, M. Prespacetime-Premomentumenergy Model II: Genesis of Self-Referential Matrix Law & Mathematics of Ether

Prespacetime-Premomentumenergy Model II: Genesis of Self-Referential Matrix Law & Mathematics of Ether. Huping Hu * & Maoxin Wu ABSTRACT

The Principle of Existence II: Genesis of Self-Referential Matrix Law, & the Ontology & Mathematics of Ether

Prespacetime-Premomentumenergy Model II: Generation. of Self-Referential Matrix Law &Mathematics of Ether. Huping Hu * & Maoxin Wu ABSTRACT

Article Premomentumenergy Model II: Genesis of Self-Referential Matrix Law & Mathematics of Ether

Premomentumenergy Model II: Creation of Self-Referential Matrix Law & Mathematics of Ether in Consciousness. Huping Hu * & Maoxin Wu ABSTRACT

THE PRINCIPLE OF EXISTENCE: TOWARD A SCIENTIFIC THEORY OF EVERYTHING

Prespacetime-Premomentumenergy Model I:

Article Premomentumenergy Model I: Genesis of Elementary Particles & Relativistic QM for a Dual Momentum-Energy Universe

Premomentumenergy Model I: Genesis of Elementary Particles & Relativistic QM for a Dual Momentum-Energy Universe in Consciousness

Time to Recruitment for a Single Grade Manpower System with Two Thresholds, Different Epochs for Inter-Decisions and Exits Having Correlated Wastages

English Made Easy: Foundation Book 1 Notes for parents

9.4 Absorption and Dispersion

_ J.. C C A 551NED. - n R ' ' t i :. t ; . b c c : : I I .., I AS IEC. r '2 5? 9

NOTE:NO OFFSITE DETOUR IN THIS PROJECT WT HARRIS BLVD O VICINITY MAP SHOWING LOCATION OF STATE PROJECT I-77 HOTLANES. Bradford Field LAKE NORMAN C N

OH BOY! Story. N a r r a t iv e a n d o bj e c t s th ea t e r Fo r a l l a g e s, fr o m th e a ge of 9

c- : r - C ' ',. A a \ V

11/8/2002 CS 258 HW 2

CONTENTS. Hugo Reitzel, the pickles enthusiast CERTIFICATIONS JARS POUCHES & CANS SALAD DRESSING MINI-TUBES

Bethe-Salpeter Equation Green s Function and the Bethe-Salpeter Equation for Effective Interaction in the Ladder Approximation

SYMMETRICAL COMPONENTS

P a g e 5 1 of R e p o r t P B 4 / 0 9

Mrs. Joseph Snell Laid lo Rest at 63. Union Service to. Open Lenten Season

The far field calculation: Approximate and exact solutions. Persa Kyritsi November 10th, 2005 B2-109

! -., THIS PAGE DECLASSIFIED IAW EQ t Fr ra _ ce, _., I B T 1CC33ti3HI QI L '14 D? 0. l d! .; ' D. o.. r l y. - - PR Pi B nt 8, HZ5 0 QL

Winnie flies again. Winnie s Song. hat. A big tall hat Ten long toes A black magic wand A long red nose. nose. She s Winnie Winnie the Witch.

The Log-Gamma-Pareto Distribution

Reliability Equivalence of Independent Non-identical Parallel and Series Systems.

THIS PAGE DECLASSIFIED IAW EO 12958

2016 FALL PARKS DIVISION AND WATER UTILITY LANDSCAPING

(7) CALAMINTHA NEPETA 'WHITE CLOUD' (15) RUDBECKIA FULGIDA VAR.SULLIVANTII 'GOLDSTURM' (2) SPIRAEA JAPONICA 'ANTHONY WATERER'

FIRST PART OF BOXER NAME FIRST PART OF BOXER NAME FIRST PART OF BOXER NAME FIRST PART OF BOXER NAME. Find the initial of your first name!

Introduction to Inertial Dynamics

Posterior analysis of the compound truncated Weibull under different loss functions for censored data.

( r) E (r) Phasor. Function of space only. Fourier series Synthesis equations. Sinusoidal EM Waves. For complex periodic signals

Investigations of Copper Corrosion at Willmar, Minnesota

THIS PAGE DECLASSIFIED IAW E

Hygienic Cable Glands

9.6 Spherical Wave Solutions of the Scalar. Chapter 9: Radiating Systems, Multipole Fields and Radiation

Analytical Evaluation of Multicenter Nuclear Attraction Integrals for Slater-Type Orbitals Using Guseinov Rotation-Angular Function

MICHIGAN, Many Changes Taken Place Since 1844 The pleasant home of Mr. ami. A picnic dinner and program West Main street on trunk line

Modelling of A Helicopter System

T h e C S E T I P r o j e c t

Anouncements. Conjugate Gradients. Steepest Descent. Outline. Steepest Descent. Steepest Descent

A-1 WILDCARD BEER TASTING ROOM 3 DRAWING INDEX & STATE CODES 4 PROJECT DATA SOLANO AVE KAINS AVE. 5 AERIAL VIEW 6 PROJECT TEAM TENANT IMPROVEMENTS

THIS PAGE DECLASSIFIED IAW E

Analysis of Laser-Driven Particle Acceleration from Planar Transparent Boundaries *

ME 343 Control Systems

. ɪ. , Outa 1.THEPROJECT 2.ASTORY THAT NEEDS TO BE 3.THESCENARIO 4.THECHARACTERS 5.THEPRODUCTION 6.THECREW 8.CONTACTDETAILS

THIS PAGE DECLASSIFIED IAW EO IRIS u blic Record. Key I fo mation. Ma n: AIR MATERIEL COMM ND. Adm ni trative Mar ings.

RAKE Receiver with Adaptive Interference Cancellers for a DS-CDMA System in Multipath Fading Channels

FMPE: Discriminatively Trained Features for Speech Recogntion

Consider a system of 2 simultaneous first order linear equations

It is distinctly Kansas City Kansas City began as a trading post for early 18th century settlers traveling along the Missouri River.

Numerical Solution of Transient Thermal Stresses in a Functionally Graded Cylinder

and ALTO SOLO C H, Rnnciman. Woman's Mistake f*" M>rqut4te\ ol ting about wilh a crutch 00 ac- Gr,,,,d Ri ''*' d5 L o,

The Exile Began. Family Journal Page. God Called Jeremiah Jeremiah 1. Preschool. below. Tell. them too. Kids. Ke Passage: Ezekiel 37:27

H STO RY OF TH E SA NT

AQUIFER DRAWDOWN AND VARIABLE-STAGE STREAM DEPLETION INDUCED BY A NEARBY PUMPING WELL

- Double consonant - Wordsearch 3

Trade Patterns, Production networks, and Trade and employment in the Asia-US region

Noise in electronic components.

k of the incident wave) will be greater t is too small to satisfy the required kinematics boundary condition, (19)

CIRCUITS AND ELECTRONICS. The Impedance Model

Multi-linear Systems and Invariant Theory. in the Context of Computer Vision and Graphics. Class 4: Mutli-View 3D-from-2D. CS329 Stanford University

GMm. 10a-0. Satellite Motion. GMm U (r) - U (r ) how high does it go? Escape velocity. Kepler s 2nd Law ::= Areas Angular Mom. Conservation!!!!

Measurement of Lift-off with Variable Amplitude Excitation in Pulsed Eddy Current Testing

Report Card. America's Watershed. Moving the report card forward. Information for multiple uses. A vision for. High. Low. High.

EXHIBIT LIST. No Exhibit Name Page. 1 P412 Location Map.pdf (P412) 2. 2 P413 Construction.pdf (P413) 3. 3 P414 Operation.

Chapter 7 Stead St y- ate Errors

Partial Fraction Expansion

HOTEL/MOTEL BATHROOM ACCESSORIES

Some Transcendental Elements in Positive Characteristic

Lecture 7 Diffusion. Our fluid equations that we developed before are: v t v mn t

Inverse Thermoelastic Problem of Semi-Infinite Circular Beam

Investment. Net Present Value. Stream of payments A 0, A 1, Consol: same payment forever Common interest rate r

L...,,...lllM" l)-""" Si_...,...

A simple 2-D interpolation model for analysis of nonlinear data

Net Wt. 15 lbs. (6.8 kg) Covers 5,000 Sq. Ft. CAUTION CAUTION L AW N Storage and Disposal KEEP OUT OF REACH OF CHILDREN. Spreader Directions

Preflight Submitted by Bob Niemiec. Frank Arrufat and the real Kathleen Submitted by Hal Marshman, Sr. Meeting Notes Submitted by Ed Potkai

4/12/2018. PHY 712 Electrodynamics 9-9:50 AM MWF Olin 105. Plan for Lecture 34: Review radiating systems

GEOGRAPHY PAPER

GUIDE FOR SUPERVISORS 1. This event runs most efficiently with two to four extra volunteers to help proctor students and grade the student

Summary: Solving a Homogeneous System of Two Linear First Order Equations in Two Unknowns

APVC2007. Rank Ordering and Parameter Contributions of Parallel Vibration Transfer Path Systems *

APPENDIX P -3 CO-LOCATION OF PIPELINE FACILITIES

NORTHING 2" INS. COPPER COMM. CABLE 6" D.I. WATER LINE 52 12" D.I. WATER LINE 645, ,162, CURVE DATA US 40 ALT.

, _ _. = - . _ 314 TH COMPOSITE I G..., 3 RD BOM6ARDMENT GROUP ( L 5 TH AIR FORCE THIS PAGE DECLASSIFIED IAW EO z g ; ' ' Y ' ` ' ; t= `= o

Parts Manual. EPIC II Critical Care Bed REF 2031

Eastern Progress - 25 Jan 1923

Physics 15 Second Hour Exam

Beechwood Music Department Staff

5-1. We apply Newton s second law (specifically, Eq. 5-2). F = ma = ma sin 20.0 = 1.0 kg 2.00 m/s sin 20.0 = 0.684N. ( ) ( )

Chapter 6 Plane Motion of Rigid Bodies

Phys Nov. 3, 2017 Today s Topics. Continue Chapter 2: Electromagnetic Theory, Photons, and Light Reading for Next Time

1.MANAGER SREPORT 2.UPCOMINGEVENTS 4.SPONSORSHIPOPPORTUNITIES 5.SNEAKPEAKS

Senior: Jamie Miniard

Bayesian Credibility for Excess of Loss Reinsurance Rating. By Mark Cockroft 1 Lane Clark & Peacock LLP

Appendix. In the absence of default risk, the benefit of the tax shield due to debt financing by the firm is 1 C E C

ON THE EXTENSION OF WEAK ARMENDARIZ RINGS RELATIVE TO A MONOID

Transcription:

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. www.quanuban.og

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. www.quanuban.og

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. www.quanuban.og

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. www.quanuban.og

Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. www.quanuban.og 5 3. 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)

Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. www.quanuban.og 6 3. 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)

Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. www.quanuban.og 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)

Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. www.quanuban.og 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.)

Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. www.quanuban.og 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)

Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. www.quanuban.og 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:

Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. www.quanuban.og ) ( 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:

Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. www.quanuban.og ) ( ) ( 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

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. www.quanuban.og

Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. www.quanuban.og 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)

Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. www.quanuban.og 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

Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. www.quanuban.og 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:

Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. www.quanuban.og 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.

Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. www.quanuban.og 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)

Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. www.quanuban.og 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:

Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. www.quanuban.og 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

Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. www.quanuban.og (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)

Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. www.quanuban.og 4. 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)

Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. www.quanuban.og 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:

Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. www.quanuban.og 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

Pn Hu H. &Wu. Concoun dad n II: Gn of f-rfna a aw & h Onoogy & ahac of h QuanuDa Inc. www.quanuban.og 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:

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. www.quanuban.og

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. www.quanuban.og

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. www.quanuban.og

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: 69-67. o axv b; hyc/83. Hu H. & Wu. n-dad concoun hoy. axv: quan-h/868. o d. Hyoh 4a: 63: 633-646. 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 :39-36. 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: 9-36. 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: 9-96. 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: 33-33. QuanuDa Inc. www.quanuban.og

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 :. 8-77. Hu H. () GOD' cnfc Tuh I achng on (Po) cnfc GOD Jouna :. 78-79. 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 :. 5-9. 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 :. 77-46. Hu H. () ong o Iannc & Tancndnc (Po) cnfc GOD Jouna :6. 455-456. Hu H. () Oh y h Coagu n cnc (Po) cnfc GOD Jouna :7. 58-59. Hu H. & Wu. () Cun andca and Fuu Dcon of Thoca & na Quanu Ban/nd/Concoun Rach JCR :8. 888-897. Hu H. & Wu. () na uo of n-dad Concoun Thoy fo Vaou ouc JCR :8. 97-936. Hu H. & Wu. () Concoun-dad n Thoy: Th Tancndna Gound of Quanu Ray JCR :8. 937-97. QuanuDa Inc. www.quanuban.og