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**Synopsis:** Contains some of the mathematics and points of theory of Stephen W. Hawking and Glenn Jones. ^ is the exponent mark, pi is pi and theta is the angle. Some of that math is A = 2*B^2. B is a moment, limit, length, a length perpendicular to the x-axis sin(theta) = 1/(2*B). cos(theta) = B^3*pi^4. theta = sin(theta)* cos(theta)= B^2*pi^4/2. pi = B^4*cos^3(theta). pi is, for one thing, the metric field,Fmet. It also is gauge-field,Fg, related. In the paper, The Terms, are other expressions of ours having to do with space-time, subspace, group theory, gauge theory, number theory, black-hole, geometry and physics.

Title: **The Terms 2 (Mathematics of Stephen W. ...**

Publisher: **Lulu.com**

Publication Date: **2005**

Binding: **Paperback**

Book Condition: **New**

Published by
Lulu.com 2005-01
(2005)

ISBN 10: 1411619145
ISBN 13: 9781411619142

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**Book Description **Lulu.com 2005-01, 2005. Condition: New. This item is printed on demand. Brand new book, sourced directly from publisher. Dispatch time is 4-5 working days from our warehouse. Book will be sent in robust, secure packaging to ensure it reaches you securely. Seller Inventory # NU-LSI-06920821

Published by
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ISBN 10: 1411619145
ISBN 13: 9781411619142

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**Book Description **Lulu.com, 2005. PAP. Condition: New. New Book. Delivered from our UK warehouse in 4 to 14 business days. THIS BOOK IS PRINTED ON DEMAND. Established seller since 2000. Seller Inventory # LQ-9781411619142

Published by
Lulu.com, United States
(2005)

ISBN 10: 1411619145
ISBN 13: 9781411619142

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**Book Description **Lulu.com, United States, 2005. Paperback. Condition: New. Language: English . Brand New Book ***** Print on Demand *****. for CDR.If you draw the form of the definite integral, draw a diagonal from its upper left-hand corner to its lower right-hand corner. Label that diagonal A. Label the limit to the right, B. The angle opposite f(x) is the angle, I . By the angle opposite f(x), I mean the angle that is above A in the lower right-hand corner of the integral. The area of A*B*f(x) =A*B*f(x)*sin(I )*cos(I ).There are over 210 expressions in The Terms, 2, some of them are.A (a diagonal)=2*B (a moment, limit, or length)^2.sin(I )=1/(2*B). cos(I )=B^3*I^4.I (the angle) = B^2*I^4/2.I, (a short form of Fmet, the metric field)=B^4*cos(I )^3.Ksaoe = 2*I*A^5*I ^3*sin^2(I ), spatial area of effect in black-hole tumbling.ktaoe = 2*I*A^13*B^2*I ^10*cos^3(I ), temporal area of effect in black-hole tumbling. licone = B^5*cos^6(I ), light-cone. Seller Inventory # AAV9781411619142

Published by
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ISBN 10: 1411619145
ISBN 13: 9781411619142

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**Book Description **Lulu.com, 2016. Paperback. Condition: New. PRINT ON DEMAND Book; New; Publication Year 2016; Not Signed; Fast Shipping from the UK. No. book. Seller Inventory # ria9781411619142_lsuk

Published by
Lulu.com, United States
(2005)

ISBN 10: 1411619145
ISBN 13: 9781411619142

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Paperback
Quantity Available: 10

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**Book Description **Lulu.com, United States, 2005. Paperback. Condition: New. Language: English . Brand New Book ***** Print on Demand *****. for CDR.If you draw the form of the definite integral, draw a diagonal from its upper left-hand corner to its lower right-hand corner. Label that diagonal A. Label the limit to the right, B. The angle opposite f(x) is the angle, I . By the angle opposite f(x), I mean the angle that is above A in the lower right-hand corner of the integral. The area of A*B*f(x) =A*B*f(x)*sin(I )*cos(I ).There are over 210 expressions in The Terms, 2, some of them are.A (a diagonal)=2*B (a moment, limit, or length)^2.sin(I )=1/(2*B). cos(I )=B^3*I^4.I (the angle) = B^2*I^4/2.I, (a short form of Fmet, the metric field)=B^4*cos(I )^3.Ksaoe = 2*I*A^5*I ^3*sin^2(I ), spatial area of effect in black-hole tumbling.ktaoe = 2*I*A^13*B^2*I ^10*cos^3(I ), temporal area of effect in black-hole tumbling. licone = B^5*cos^6(I ), light-cone. Seller Inventory # AAV9781411619142

Published by
Lulu.com
(2005)

ISBN 10: 1411619145
ISBN 13: 9781411619142

New
Quantity Available: > 20

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**Book Description **Lulu.com, 2005. PAP. Condition: New. New Book. Shipped from US within 10 to 14 business days. THIS BOOK IS PRINTED ON DEMAND. Established seller since 2000. Seller Inventory # IQ-9781411619142

Published by
Lulu.com 1/26/2005
(2005)

ISBN 10: 1411619145
ISBN 13: 9781411619142

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**Book Description **Lulu.com 1/26/2005, 2005. Paperback or Softback. Condition: New. The Terms 2 (Mathematics of Stephen W. Hawking, Glenn E. Jones and P.). Book. Seller Inventory # BBS-9781411619142

Published by
Lulu.com, United States
(2005)

ISBN 10: 1411619145
ISBN 13: 9781411619142

New
Paperback
Quantity Available: 10

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**Book Description **Lulu.com, United States, 2005. Paperback. Condition: New. Language: English . This book usually ship within 10-15 business days and we will endeavor to dispatch orders quicker than this where possible. Brand New Book. for CDR.If you draw the form of the definite integral, draw a diagonal from its upper left-hand corner to its lower right-hand corner. Label that diagonal A. Label the limit to the right, B. The angle opposite f(x) is the angle, I . By the angle opposite f(x), I mean the angle that is above A in the lower right-hand corner of the integral. The area of A*B*f(x) =A*B*f(x)*sin(I )*cos(I ).There are over 210 expressions in The Terms, 2, some of them are.A (a diagonal)=2*B (a moment, limit, or length)^2.sin(I )=1/(2*B). cos(I )=B^3*I^4.I (the angle) = B^2*I^4/2.I, (a short form of Fmet, the metric field)=B^4*cos(I )^3.Ksaoe = 2*I*A^5*I ^3*sin^2(I ), spatial area of effect in black-hole tumbling.ktaoe = 2*I*A^13*B^2*I ^10*cos^3(I ), temporal area of effect in black-hole tumbling. licone = B^5*cos^6(I ), light-cone. Seller Inventory # LIE9781411619142

Published by
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ISBN 10: 1411619145
ISBN 13: 9781411619142

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**Book Description **Lulu.com, 2005. Condition: New. This item is printed on demand for shipment within 3 working days. Seller Inventory # GM9781411619142

Published by
Lulu.com 2005-01-26
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ISBN 10: 1411619145
ISBN 13: 9781411619142

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**Book Description **Lulu.com 2005-01-26, 2005. Condition: New. Brand new book, sourced directly from publisher. Dispatch time is 4-5 working days from our warehouse. Book will be sent in robust, secure packaging to ensure it reaches you securely. Seller Inventory # NU-ING-21103965