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Tuesday, September 3, 2019

Brain Science from Bench to Battlefield: The Realities – and Risks – of Neuroweapons | CGSR Seminar

Neuroweapons. A Conspiracy theory? Really? What a joke of promoted propaganda!

If--this video features neuroscientist and neuroethicist Dr. James Giordano of Georgetown University Medical Center can give lecture on the characteristics/uses and advance of "Brain Science from Bench to Battlefield: The Realities" -- and Risks – of Neuroweapons | CGSR Seminar, comprehensively described neuroscientific applications affect on target's mind/body and behavior to include marketable neuro-weapon advance in neuroscience applications, to include the modification of thoughts, moods, behaviors, while not limited to the caused affects to individual are to include the following,

Engages NeuroS/T as

"a means of contending against another'' ... to
1) assess, predict and control particular cognitions, emotions and behaviors;
2) mitigate aggression and foster cognitions, emotions and/or behaviors of affiliation or passivity;
3) incur burdens of morbidity, disability or suffering and in this way "neutralize" potential opponents, or
4) induce mortality.

-is taken from slide presented by James Giordano, Ph. D. on June 12, 2017 in Lecture given to Lawerence Livermore National Laboratory's Center for Global Security Research (CGSR).

See video above for verification--then what was that "Targeted Individual" (DSM of Mental Disorders) mental disorder definition really all about?
















































































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Trans-Humanism - An O’Malley Interview with Dr. James Giordano - LMU Bioethics

Trans-Humanism - An O’Malley Interview with Dr. James Giordano - LMU Bioethics.

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A book I have been reading and solving problems in for the last 21 months. Linear Algebra, Schaum's Outlines, Marc Lipson, Ph. D., Seymour Lipschutz, Ph. D., 2018, McGraw-Hill Education. This (instructional) book aligns with Beginning Linear Algebra, Linear Algebra, Advanced Linear Algebra, Advanced Physics, Advanced Engineering, and Quantitative Analysis. See below for photos of step-by-step complete solution to problem number 7.75 contained within in chapter 7, "Inner Product Spaces and Orthogonality," found in this book. A photo of the problem, and a photo of the correct solution (photos of the actual book) are provided on this webpage. -Mark R. Rowe










Let U be the subspace of R^(4) spanned by, v1 = (1,1,1,1), v2 = (1,-1,2,2), v3 = (1,2,-3,-4).

I applied the Gram-Schmidt Algorithm to find an orthogonal and orthonormal basis, and computed the projection of v = (1,2,-3,4) onto U.

-Mark R. Rowe

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