It treats of the incarnation of the Divine Logos, and its contents are in many cases identical with the Demonstratio evangelica.

Eusebius of Caesarea, including the Praeparatio evangelica and the Demonstratio evangelica as well as the Historia ecclesiastica ( 1544-1546 ), Manuel Moschopulus ( 1545 ), Dionysius of Halicarnassus ( February 1547 ), Alexander of Tralles ( January 1548 ), Dio Cassius ( January 1548 ), Justin Martyr ( 1551 ), Xiphilinus ( 1551 ), Appian ( 1551 ), the last being completed, after Robert's departure from Paris, by his brother Charles, and appearing under his name.

He issued one of his major works, the Demonstratio evangelica, in 1679.

Eusebius's Praeparatio evangelica ( 1843 ) and Demonstratio evangelica ( 1852 ).

:* Demonstratio Evangelica ( Demonstration of the Gospel ).

Samuel Lee, the editor ( 1842 ) and translator ( 1843 ) of the Syriac Theophania thought that the work must have been written " after the general peace restored to the Church by Constantine, and before either the ' Praeparatio ,' or the ' Demonstratio Evengelica ,' was written.

* Praeparatio Ecclesiastica, and Demonstratio Ecclesiastica by Eusebius of Caesarea

However, Eusebius of Caesarea, ( AD 260 – 340 ), one of the earliest and most comprehensive of church historians, wrote of Christ's disciples in Demonstratio Evangelica, saying that " some have crossed the Ocean and reached the Isles of Britain.

* 1799: Doctoral dissertation on the Fundamental theorem of algebra, with the title: Demonstratio nova theorematis omnem functionem algebraicam rationalem integram unius variabilis in factores reales primi vel secundi gradus resolvi posse (" New proof of the theorem that every integral algebraic function of one variable can be resolved into real factors ( i. e., polynomials ) of the first or second degree ")

" Hugo Gessmann, noting in 1904 that the Demonstratio seems to be mentioned at IV.

Euler first published a proof in 1736 in a paper entitled " Theorematum Quorundam ad Numeros Primos Spectantium Demonstratio ", but Leibniz left virtually the same proof in an unpublished manuscript from sometime before 1683.

* ‘ Monarchiæ Ecclesiasticæ ex scriptis M. Antonii de Dominis … Demonstratio, duobus libris comprehensa, seu Respublica Ecclesiastica M. Ant.

* Demonstratio Falsitatis Doctrinae Petri Melii, et reliquorum Sophistarum per Antitheses una cum refutatione Antitheseon veri et Turcici Christi, nunc primum Debrecini impressarum … Albae Juliae ( 1568.

In Mavrocordatos ' library, Bergler discovered the introduction and the first three chapters of Eusebius's Demonstratio Evangelica.

* Praeparatio evangelica ( Preparation for the Gospel ), commonly known by its Latin title, which attempts to prove the excellence of Christianity over every pagan religion and philosophy.

* When his own honesty was challenged by his contemporaries, Gibbon appealed to the chapter heading — not the text — in Eusebius ' Praeparatio evangelica ( xii, 31 ), which says how fictions ( pseudos )— which Gibbon rendered ' falsehoods '— may be a " medicine ", which may be " lawful and fitting " to use.

Of this work considerable fragments have been preserved, chiefly by Eusebius in the Praeparatio evangelica ( i. 9 ; iv. 16 ).

# REDIRECT Praeparatio evangelica

Jenson's highly legible and evenly colored typeface, based upon Humanistic scripts, has been reinterpreted through the centuries by numerous type designers, most notably William Morris Jenson's fame as one of history's greatest typeface designers and punch cutters rests on the types first used in Eusebiu's De praeparatione evangelica, which presents the full flowering of roman type design.

His idea appears to have been to form a general union between the German, the English and the Swiss Protestants, and thus to establish una eademque sancta catholica et apostolica eademque evangelica et reformata ecclesia (" the one and selfsame saint Catholic and Apostholic and selfsame Evangelic and Reformed Church ").

He also wrote, from information supplied by P. A. Semmedo, Imperio de China i cultura evangelica en ~ l ( Madrid, 1642 ); and translated and completed the Nobiliário of the Count of Barcelos.

* Imperio de la China e cultura evangelica en el, etc.

Other works include Editionen von Texten der Kirchenväter, and Harmonia evangelica, 1700.

Proof: By symmetry, it suffices to prove that there is some constant c such that for all bitstrings s

Generally this is in a very small detail, such as the number of leaves on the ear of corn on the recent US Wisconsin state quarter: File: 2004 WI Proof. png.

From the criterion it also follows that Carmichael numbers are cyclic .< ref > Proof sketch: If is square-free but not cyclic, for two prime factors and of.

He famously put the point into dramatic relief with his 1939 essay " Proof of an External World ", in which he gave a common sense argument against scepticism by raising his right hand and saying " Here is one hand ," and then raising his left and saying " And here is another ," then concluding that there are at least two external objects in the world, and therefore that he knows ( by this argument ) that an external world exists.

Proof of second property: since a * b and b * b < sup >− 1 </ sup > are defined, so is a * b * b < sup >− 1 </ sup >=

#* Proof: Then so Thus However, is prime, so or In the former case, hence ( which is a contradiction, as neither 1 nor 0 is prime ) or In the latter case, or If however, which is not prime.

#* Proof: suppose that p is composite, hence can be written with a and Then is prime, but and contradicting statement 1.

#* Proof:, so is a square root of 2 modulo.

* In Hal Clement's short story Proof ( 1942 ), neutronium is the only form of solid matter known to Solarians, the inhabitants of the Sun's interior.

Proof: If there is no possible move, then the lemma is vacuously true ( and the first player loses the normal play game by definition ).

Proof: Let d be the position of the leftmost ( most significant ) nonzero bit in the binary representation of s, and choose k such that the dth bit of x < sub > k </ sub > is also nonzero.

( Proof: either 1 is positive or − 1 is positive.

Proof by contradiction is also known as indirect proof, apagogical argument, proof by assuming the opposite, and reductio ad impossibilem.

* Proof that R is uncountable

Proof: Suppose G = ⟨ H | R ⟩ is a finitely presented, residually finite group.

* Proof of Fermat's Last Theorem is discovered by Andrew Wiles.

Proof: We only give the proof in the simplified case ; the general case is similar.

A third term, Proof of Mechanism, is closely related and is also described here.