The theory predicts a linear dependence of Af on Af, where J is the experimentally determined Curie-Weiss constant.

The Stanford Achievement Test, Form J, was administered by classroom teachers, consisting of a battery of six sub-tests: Paragraph Meaning, Word Meaning, Spelling, Language, Arithmetic Computation, and Arithmetic Reasoning.

It is, of course, easy to see how `` J '' will mean Uncle Jack to one person and little Jane to another.

* Ackrill J. L. ( 2010 ).

* Barnes J.

* Loux, Michael J.

* in J. Barnes, M. Schofield, and R. R. K. Sorabji, eds .( 1975 ).

Jorge Moll and Jordan Grafman, neuroscientists at the National Institutes of Health and LABS-D ' Or Hospital Network ( J. M.

H. J.

* J. L. Austin ( 1911 – 1960 ), British philosopher

* Miranda J.

This design-based analysis was discussed and developed by Francis J. Anscombe at Rothamsted Experimental Station and by Oscar Kempthorne at Iowa State University.

* Animal ( 2005 film ), US film by David J. Burke with Ving Rhames and Terrance Howard

Gen. Gideon J. Pillow, who had been initially in command in Tennessee as that State's top general.

The production staff consisted of George Callahan, Kim Carney, Lee B. Chernick, Barbara Gaines, Edd Hall, Tim Holton, Brian J. McAloon, Meg Mortimer, Dency Nelson, and David Reale.

Bessel himself originally proved that for non-negative integers n, the equation J < sub > n </ sub >( x ) = 0 has an infinite number of solutions in x.

The differences between tantalum and niobium were unequivocally demonstrated in 1864 by Christian Wilhelm Blomstrand, and Henri Etienne Sainte-Claire Deville, as well as Louis J. Troost, who determined the formulas of some of the compounds in 1865 and finally by the Swiss chemist Jean Charles Galissard de Marignac in 1866, who all proved that there were only two elements.

Apparently, the pi – theorem was first proved by J. Bertrand in 1878.

According to historian and former Special Assistant to President Kennedy Arthur Schlesinger, Jr., Rusk was not Kennedy's first choice, but rather the " lowest common denominator ", as Kennedy's first choice, J. William Fulbright, proved too controversial.

These two agreements, one with an Assyrian inscription and the other with a Biblical datum, have proved quite convincing to scholars such as J. M. Peñuela, F. M.

This choice of musicians proved to be inspired as this group along with drummer D. J.

The theorem was proved in 1936 by Alonzo Church and J. Barkley Rosser.

In 1898 Blackheath Barrow — a ring cairn monument situated above Cross Stone in Todmorden — was excavated and proved to be a site of " surpassing archaeological interest ", according to J. Lawton Russell, one of the men who carried out the excavation.

However, modern research has proved that this was a marketing ploy developed in the 18th century ( FANA Journal, spring 2004, Fact & Fiction about the language of the fan by J. P. Ryan )-one that has kept its appeal remarkably over the succeeding centuries.

In February 1998, President Suharto sacked Bank Indonesia Governor J. Soedradjad Djiwandono, but this proved insufficient.

However, this move proved disastrous when records by such acts as Bizarre of D12, Ray J and De La Soul were delayed, and the main company headed towards collapse.

In 1858, J. Tuff wrote of the market " several attempts have been made to revive it, the last of which, about twenty years ago, also proved a failure, It has again fallen into desuetude and will probably never be revived ".

* The Erdős – Heilbronn conjecture in combinatorial number theory on the number of sums of two sets of residues modulo a prime, proved by J. A.

The Manin – Mumford conjecture of Yuri Manin and David Mumford, proved by Michel Raynaud, states that a curve C in its Jacobian variety J can only contain a finite number of points that are of finite order in J, unless C = J.

The collection assigns Grim to " I. T ." ( which in modern usage could be " J. T ."); John Tatham has been proposed as one possible candidate for " I. T ." Reports of earlier editions of Grim, in 1599, 1600, and 1606, have proved unverifiable.

For a power of 2 this is a result of A. Haefliger-M. Hirsch () and F. Fang (); these authors used important preliminary results proved by J. Bo ' echat-A.

* A. J. Meyl proved in 1878 that only three tetrahedral numbers are also perfect squares, namely:

Later, it was proved to be a hoax ( becoming suspect because Māori does not use the letters J, X or Z ).

Cohen and J. R. Dorfman proved that a systematic ( power series ) extension of the Boltzmann equation to high densities is mathematically impossible.

This theorem was first proved by L. E. J.

The second single, " Amazing ", proved to be a breakthrough for him, becoming his first top 40 single in Australia, being the top song on the Triple J Hottest 100 for 2001.

Mumford's conjecture about the extension to prime characteristic p was proved by W. J., about a decade after the problem had been posed by David Mumford, in the introduction to the first edition of his book Geometric Invariant Theory.

Transmission, Gregory Chaitin also presents this theorem in J. ACM – Chaitin's paper was submitted October 1966 and revised in December 1968, and cites both Solomonoff's and Kolmogorov's papers.

* Michael J. C. Gordon led the development of the HOL theorem prover.

* J Strother Moore, co-author of the Boyer-Moore theorem prover, co-recipient of the Herbrand Award 1999.

In the hyperbolic case the Hartman – Grobman theorem gives the conditions for the existence of a continuous function that maps the neighborhood of the fixed point of the map to the linear map J · x.

* J. D. Gray, The shaping of the Riesz representation theorem: A chapter in the history of analysis, Archive for History in the Exact Sciences, Vol 31 ( 2 ) 1984 – 85, 127 – 187.

P. J. Plauger, an early adopter of structured programming, described his reaction to the structured program theorem:

The existence theorem for limits states that if a category C has equalizers and all products indexed by the classes Ob ( J ) and Hom ( J ), then C has all limits of type J.

If C is a complete category, then the functors with left adjoints can be characterized by the adjoint functor theorem of Peter J. Freyd: G has a left adjoint if and only if it is continuous and a certain smallness condition is satisfied: for every object Y of D there exists a family of morphisms

J. Barkley Rosser ( 1936 ) strengthened the incompleteness theorem by finding a variation of the proof ( Rosser's trick ) that only requires the theory to be consistent, rather than ω-consistent.

The interpolation formula, as it is commonly called, dates back to the works of E. Borel in 1898, and E. T. Whittaker in 1915, and was cited from works of J. M. Whittaker in 1935, and in the formulation of the Nyquist – Shannon sampling theorem by Claude Shannon in 1949.

As a consequence of the Hahn – Banach theorem, J is norm-preserving ( i. e., || J ( x )|| = || x || ) and hence injective.

Every finite-dimensional normed space is reflexive, simply because in this case, the space, its dual and bidual all have the same linear dimension, hence the linear injection J from the definition is bijective, by the rank-nullity theorem.

The same work contained the celebrated formula known as Taylor's theorem, the importance of which remained unrecognised until 1772, when J. L. Lagrange realized its powers and termed it " le principal fondement du calcul différentiel " (" the main foundation of differential calculus ").

The theorem and its proof are due to L. E. J.

An early example of an ineffective result was J. E. Littlewood's theorem of 1914, that in the prime number theorem the differences of both ψ ( x ) and π ( x ) with their asymptotic estimates change sign infinitely often.

This theorem is extended as a definition of noncommutative projective geometry by Michael Artin and J. J. Zhang, who add also some general ring-theoretic conditions ( e. g. Artin-Schelter regularity ).

In that case, the ( simple ) quotient modules J < sub > k + 1 </ sub >/ J < sub > k </ sub > are known as the composition factors of M, and the Jordan-Hölder theorem holds, ensuring that the number of occurrences of each isomorphism type of simple R-module as a composition factor does not depend on the choice of composition series.