Definition of Superfixes

1. superfix [n] - See also: superfix



Superfixes Pictures

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Lexicographical Neighbors of Superfixes

superficiaries
superficiary
superficies
superfield
superfields
superfilter
superfine
superfinely
superfineness
superfinical
superfirm
superfirms
superfit
superfitness
superfix
superfixes (current term)
superflack
superflacks
superflare
superflares
superflies
superflip
superflirt
superflirts
superflow
superflows
superflu
superfluence
superfluid
superfluidities

Literary usage of Superfixes

Below you will find example usage of this term as found in modern and/or classical literature:

1. The American Antiquarian and Oriental Journal by Stephen Denison Peet (1897)
"In the five tablets we have a total of eleven ornamented forms for the numerals one, two, six, eleven, and sixteen used as superfixes, with only 'three ..."

2. The American Antiquarian and Oriental Journal by Stephen Denison Peet (1897)
"Thr ornamented superfixes for the numeral /?<•<> occurs twice and no other forms for these numerals occur as super- fixes. The Tablet of the Outer Corridor ..."

3. An Introduction to the Study of the Maya Hieroglyphs by Sylvanus Griswold Morley (1915)
"All three of these superfixes are probably identical, thus showing that the three glyphs in which they occur are probably variants of the same sign. 3. ..."

4. An Introduction to the Study of the Maya Hieroglyphs by Sylvanus Griswold Morley (1915)
"All three of these superfixes are probably identical, thus showing that the three glyphs in which they occur are probably variants of the same sign. 3. ..."

5. An Introduction to the Study of the Maya Hieroglyphs by Sylvanus Griswold Morley (1915)
"All three of these superfixes are probably identical, thus showing that the three glyphs in which they occur are probably variants of the same sign. 3. ..."

6. The Theory of Determinants in the Historical Order of Development by Thomas Muir (1906)
"„(2) , , „(2) \ /„(2) , (2) , (S) Interpreting now the suffixes and superfixes of the a's, a's, and m's, after the manner already described, — any suffix r ..."

7. An Introduction to Celestial Mechanics by Forest Ray Moulton (1914)
"... expressed in convergent power series in mi and m2, of the form (20) where the superfixes on the a< and /3< simply indicate the order of the coefficient. ..."

8. An Introduction to Celestial Mechanics by Forest Ray Moulton (1914)
"... the solutions of equations (19) can be expressed in convergent power series in mi and mn, of the form (20) = T. j=o Jfc=o where the superfixes on the a, ..."

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