Virtual Gluonic Super Currents snd Young Tableau by Prof.Dr. Kotcherlakota Lakshmi Narayana, TRU S&T

trusciencetrutechnology@blogspot.com

Volume 2014, Issue No.3, March 11, 2014, Time: 10h29m A. M.

Professor Dr. Kotcherlakota Lakshmi Narayana

Permanent address: TRU S&T,

 (Retd. Prof of Phys. SU, Kolhapur); 17-11-10, Narasimha Ashram,

 Official Colony, Maharanipeta. P.O, Visakhapatnam – 530002.

REDUNDANT DIAGRAMS OF YOUNG TABLEAU

              The hypothesis of Virtual Gluonic Super Currents leads to an Unification of Lepton-Meson-Baryon particles and the resulting super-quark SU(8) symmetry incorporates the principle of strong Lepton-Baryon symmetry as an essential ingredient for obtaining the new sum rules of Meson-Meson Vector Meson-Vector Meson interactions. The super quark model SU(8) = SU(4) ⨂ SU(4) has the flexibility of being combined with other symmetries by virtue of the content of its higher multiplets such as 63⨂63 and therefore leads to a super-gravity theory.

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Reference: MULTIPLET CONTENT AND SUM-RULES OF LEPTON-HADRON SUPER-CURRENTS IN A SU(8) SUPER-QUARK MODEL AND SPIN 5/2 GRAVITON

by K. L. Narayana, Shivaji University, Kolhapur – 416004.

Present address: Professor Dr. Kotcherlakota Lakshmi Narayana, TRU S & T,

(Retd. Prof. of Physics, SU, KOP) 17-11-10, Narasimha Ashram, Official Colony, 

Maharanipeta P. O,  Visakhapatnam – 530002.  

Cell: 09491902867.

trusciencetrutechnology@blogspot.com, 

Volume 2014, Issue No.3, March 11, 2014, Time: 10h38m A. M.

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§ Preliminary details of super-gravity theory have been presented in an Invited talk during the Einstein Centenary symposium held at Satyendranath Bose Insitute, Calcutta on the 2 March 1979 by the present author.

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DATA

8*x36= 280 + 8 =( ⁴ 1 + ¹ 4) ⨂ ( ¹⁰ 1   +    ¹ 10  +  ⁴ 4)

8*x 28 = 216+8 =( ⁴ 1 + ¹ 4) ⨂ ( ^6’ 1 + ¹ 6’  + ⁴ 4’)

8*x 8* = 36* + 28* = (10,1) * +(1,10)* +(4, 4)* +( 6’,1)* +

 (1, 6’)* + (4’, 6’)*

8*x36= ^4x10 (1x1) + ^4x1 (1x10) + ^4x4 (1x4) + ^1x10 ( 4x1) + ^1x1 (4x10) + ^1x4 (4x4)

8*x 28 =   ^4x6’(1x1) + ^4x1(1x10) + ^{4  x ̅ 4}  (1x̅4) + ^1x6’ ( 4x1) +

 ^1x1 ( 4x6’) +  ^{1x ̅4} ( 4 x ̅4)

        A total of 39  Young Diagrams with details are elaborated.

ACKNOWLEDGEMENT

                       The author is grateful to Late Prof. K. R. Rao D.Sc. (Madras) D.Sc. (London) whose inspiring guidance for research has helped me a lot in my life.

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