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How the Supreme Court Emasculates Patent Law

Patent Reform, #2

by James Constant ...

Series Book 2 - Patent Reform
Most patents litigated are found invalid without deciding patent infringement claims, the basis for a court's jurisdiction. Invalidating a patent without deciding the infringement claim frees large corporate infringers from liability for patent infringement of the invalidated patent. ... Read more

$9.99 USD or Free with Kobo Plus

Most patents litigated are found invalid without deciding patent infringement claims, the basis for a court's jurisdiction. Invalidating a patent without deciding the infringement claim frees large corporate infringers from liability for patent infringement of the invalidated patent.
... Read more
Large Scale Uncertainty Principle and the Gamma Ray and Optical Limits

Gravitation, #15

by James Constant ...

Series Book 15 - Gravitation
Until the statement of the small scale uncertainty principle by Heisenberg in 1927, modern physics held to the idea of a classical determinism, and the rejection of such determinism became a cause for dissent between Einstein (as a believer in a classical determinism) and Bohr and the other supporters of the quantum revolution. On the scale of atoms and elementary particles the effect of the ... Read more

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Until the statement of the small scale uncertainty principle by Heisenberg in 1927, modern physics held to the idea of a classical determinism, and the rejection of such determinism became a cause for dissent between Einstein (as a believer in a classical determinism) and Bohr and the other supporters of the quantum revolution. On the scale of atoms and elementary particles the effect of the
... Read more
Extended Zeta Functions Prove or Dis-prove Riemann's Hypothesis

Mathematics, #3

by James Constant ...

Series Book 3 - Mathematics
While extended zeta functions support investigations of Riemann's hypothesis and estimates for the Prime Number Theorem, some zeta functions offer better prospects for providing easy proofs, or disproofs. In 1859, Riemann had the idea to define Euler's function ε(x)=∑m^x for all complex numbers s=x+iy by analytic extension. This extension is important in number theory and plays a central role in ... Read more

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While extended zeta functions support investigations of Riemann's hypothesis and estimates for the Prime Number Theorem, some zeta functions offer better prospects for providing easy proofs, or disproofs. In 1859, Riemann had the idea to define Euler's function ε(x)=∑m^x for all complex numbers s=x+iy by analytic extension. This extension is important in number theory and plays a central role in
... Read more
Cosmic Expansion Slowdown Speedup and the Big Bang Theory

Gravitation, #21

by James Constant ...

Series Book 21 - Gravitation
Comparing observation and the Big Bang theory, observation tells us that the early universe, over a period of about 3.3 bly, consisted of radiation which later evolved into the galactic system we observe today. The Big Bang theory tells us that the early universe began about 15 bly ago as an initial expansion from nothing forming subatomic particles which lasted for a short time, fewer than 0.4 ... Read more

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Comparing observation and the Big Bang theory, observation tells us that the early universe, over a period of about 3.3 bly, consisted of radiation which later evolved into the galactic system we observe today. The Big Bang theory tells us that the early universe began about 15 bly ago as an initial expansion from nothing forming subatomic particles which lasted for a short time, fewer than 0.4
... Read more
Einstein's Equivalence Postulate and Spacelike Waves

Gravitation, #10

by James Constant ...

Series Book 10 - Gravitation
. Einstein's theory of special relativity did two things. First, it adopted the Lorentz transformation (LT) which preserves the velocity of light and Maxwell's equations in all systems and, second, it required that all the laws of physics should be examined as to their transformation properties under the LT. Those laws which do not keep their form invariant are to be generalized so as to obey an ... Read more

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. Einstein's theory of special relativity did two things. First, it adopted the Lorentz transformation (LT) which preserves the velocity of light and Maxwell's equations in all systems and, second, it required that all the laws of physics should be examined as to their transformation properties under the LT. Those laws which do not keep their form invariant are to be generalized so as to obey an
... Read more
The Gravitational Probe B Boondoggle

Gravitation, #16

by James Constant ...

Series Book 16 - Gravitation
Einstein's theory, in its so called weak gravity field linearized version, approximately reduces to Newton's theory. Conflicting linearizations depend on their authors and, are heavily mathematical, involve non-physical geometrical concepts, and rely on Newtonian type tests and results. For example, Einstein's theory does not inform us how, absent force, his warped geometry might actuate Newton's ... Read more

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Einstein's theory, in its so called weak gravity field linearized version, approximately reduces to Newton's theory. Conflicting linearizations depend on their authors and, are heavily mathematical, involve non-physical geometrical concepts, and rely on Newtonian type tests and results. For example, Einstein's theory does not inform us how, absent force, his warped geometry might actuate Newton's
... Read more
Proof of Riemann's Hypothesis

Mathematics, #1

by James Constant ...

Series Book 1 - Mathematics
It has already been shown that all zeros are in the critical strip and that they are symmetric about the critical line. I make several assumptions and show that all zeros are on the critical line and that Riemann's functional equation presents a problem. The assumptions are, first, that Riemann's zeta function is single valued at each point of the critical strip (it is not), second, Riemann's ... Read more

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It has already been shown that all zeros are in the critical strip and that they are symmetric about the critical line. I make several assumptions and show that all zeros are on the critical line and that Riemann's functional equation presents a problem. The assumptions are, first, that Riemann's zeta function is single valued at each point of the critical strip (it is not), second, Riemann's
... Read more
Finding Pythagorean Primes

Mathematics, #9

by James Constant ...

Series Book 9 - Mathematics
It is well known that finding large prime numbers is difficult.i We have no algorithm to find primes although we have algorithms to narrow the search. The two main tools we have are theory and empirical data both supported by computers. But, with increased number size of numbers computation becomes prohibitive in time and resources. For small prime numbers, it is easy as we have exhaustively ... Read more

$9.95 USD or Free with Kobo Plus

It is well known that finding large prime numbers is difficult.i We have no algorithm to find primes although we have algorithms to narrow the search. The two main tools we have are theory and empirical data both supported by computers. But, with increased number size of numbers computation becomes prohibitive in time and resources. For small prime numbers, it is easy as we have exhaustively
... Read more
Fermat's Last Theorem and Beal's Conjecture

Mathematics, #6

by James Constant ...

Series Book 6 - Mathematics
In this short book Fermat's Last Theorem is easily proven and Beals Conjecture is easily Disprovenusing Pythagora's Theorem ... Read more

$4.99 USD or Free with Kobo Plus

In this short book Fermat's Last Theorem is easily proven and Beals Conjecture is easily Disprovenusing Pythagora's Theorem
... Read more
The Navier-Stokes Millenium Problem

Mathematics, #4

by James Constant ...

Series Book 4 - Mathematics
Solutions of the Navier–Stokes equations often include turbulence, which remains one of the greatest unsolved problems in physics, despite its immense importance in science and engineering. The Clay Mathematics Institute in May 2000 made this problem one of its seven Millennium Prize problems in mathematics. It offered a US $1,000,000 prize to the first person who provides a solution for a ... Read more

$9.99 USD or Free with Kobo Plus

Solutions of the Navier–Stokes equations often include turbulence, which remains one of the greatest unsolved problems in physics, despite its immense importance in science and engineering. The Clay Mathematics Institute in May 2000 made this problem one of its seven Millennium Prize problems in mathematics. It offered a US $1,000,000 prize to the first person who provides a solution for a
... Read more
Einstein's Geometry and Tests

Gravitation, #6

by James Constant ...

Series Book 6 - Gravitation
General Relativity is the theory of gravity that incorporates special relativity and the weak equivalence principle which states that accelerating frames of reference and gravitational fields are indistinguishable. It is a metric theory, sometimes also called a geometric theory. Metric theories describe physical phenomena in terms of differential geometry.This stands in contrast to Isaac Newton's ... Read more

$5.95 USD or Free with Kobo Plus

General Relativity is the theory of gravity that incorporates special relativity and the weak equivalence principle which states that accelerating frames of reference and gravitational fields are indistinguishable. It is a metric theory, sometimes also called a geometric theory. Metric theories describe physical phenomena in terms of differential geometry.This stands in contrast to Isaac Newton's
... Read more
The Illusion of Space Expansion

Gravitation, #9

by James Constant ...

Series Book 9 - Gravitation
An alternative theory of the universe as a finite sphere based on actual observations of Galactic redshifts and the cosmic microwave background. Mainline cosmological theories fail to explain Hubble's linear law best explained by a thermodynamic universe.Efforts to prove an expanding universe by seeking evidence proving non-linearity of Hubble's linear law beyond 3.96 bly as predicted by mainline ... Read more

$5.95 USD or Free with Kobo Plus

An alternative theory of the universe as a finite sphere based on actual observations of Galactic redshifts and the cosmic microwave background. Mainline cosmological theories fail to explain Hubble's linear law best explained by a thermodynamic universe.Efforts to prove an expanding universe by seeking evidence proving non-linearity of Hubble's linear law beyond 3.96 bly as predicted by mainline
... Read more

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How the Supreme Court Emasculates Patent Law

Large Scale Uncertainty Principle and the Gamma Ray and Optical Limits

Extended Zeta Functions Prove or Dis-prove Riemann's Hypothesis

Cosmic Expansion Slowdown Speedup and the Big Bang Theory

Einstein's Equivalence Postulate and Spacelike Waves

The Gravitational Probe B Boondoggle

Proof of Riemann's Hypothesis

Finding Pythagorean Primes

Fermat's Last Theorem and Beal's Conjecture

The Navier-Stokes Millenium Problem

Einstein's Geometry and Tests

The Illusion of Space Expansion

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Top Series in United States

Rough Riders Legacy

Patent Cases

Gravitation

Mathematics

Astrophysics

Eminent Domain Cases

Government

Court Reform

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