2019.2.4

 ČASOPIS PRO MODERNÍ FILOLOGII 2019 (101) 2

Konstrukce then v matematickém textu

THEN- CONSTRUCTIONS IN MATHEMATICAL TEXTS

 

Lucie Malá

 

 FULL TEXT   

 ABSTRACT (en)

The paper explores the possibilities for constructional analysis of functions of a word in a specific text type. Five constructions of the word then found in a corpus of mathematical university textbooks are described in detail: logical then, hypothetical conditional then, temporal then, resultative then, and summarising then. While this is not meant to be an exhaustive list of constructions of then, it is apparent from the results of the analysis that the constructional perspective offers more precise information on the use of then in mathematical texts.

 KEYWORDS (en)

then, Construction Grammar, construction, constructional meaning, scientific texts

 KLÍČOVÁ SLOVA (cs)

then, konstrukční gramatika, konstrukce, konstrukční význam, odborný text

 DOI

https://doi.org/10.14712/23366591.2019.2.4

 REFERENCES

Anthony, L. (2014): AntConc (Version 3.4.4). Tokyo, Japan: Waseda University. Získáno z http://www.antlab.sci.waseda.ac.jp/

Croft, W. — Cruse, D. A. (2004): Cognitive linguistics. Cambridge, New York: Cambridge University Press.

Dušková, L. a kol. (2009): Mluvnice současné angličtiny na pozadí češtiny. Elektronické vydání. Ústav anglického jazyka a didaktiky, FF UK. <http://www.mluvniceanglictiny.cz> [cit. 13. ledna 2019].

Fried, M. (2013): Pojem konstrukce v konstrukční gramatice. Časopis pro moderní filologii, 95, 1, s. 9–27.

Fried, M. (2017): KONSTRUKČNÍ GRAMATIKA. In: P. Karlík — M. Nekula — J. Pleskalová (eds.), CzechEncy — Nový encyklopedický slovník češtiny, https://www.czechency.org/slovnik/KONSTRUK%C4%8CN%C3%8D%20GRAMATIKA

Fried, M. — Östman, J.-O. (eds.). (2004): Construction Grammar in a Cross-Language Perspective. Amsterdam: John Benjamins Publishing Company.

Goldberg, A. (2006): Constructions at work: the nature of generalization in language. Oxford: Oxford University Press.

Goldberg, A. (2013): Constructionist Approaches. In: T. Hoffmann — G. Trousdale (eds.), The Oxford Handbook of Construction Grammar (Roč. 1). Oxford University Press; http://oxfordhandbooks.com/view/10.1093/oxfordhb/9780195396683.001.0001/oxfordhb-9780195396683-e-2

Haselow, A. (2011): Discourse marker and modal particle: The functions of utterancefinal then in spoken English. Journal of Pragmatics, 43, 14, s. 3603–3623.

Hilbert, D. — Cohn-Vossen, S. (1990): Geometry and the imagination. New York: Chelsa Publishing Company.

Hilpert, M. (2014): Construction grammar and its application to English. Edinburgh: Edinburgh University Press.

Hladká, Z. (2017): SYNSÉMANTIKUM. In: P. Karlík — M. Nekula — J. Pleskalová (eds.), CzechEncy — Nový encyklopedický slovník češtiny; https://www.czechency.org/slovnik/SYNSÉMANTIKUM

OED: then, adv. (conj., adj., and n.). (n.d.): OED Online. Oxford University Press; http://www.oed.com/view/Entry/200325

OLD: then_1 adverb. (2019): Oxford Learner’s Dictionaries. Oxford University Press; https://www.oxfordlearnersdictionaries.com/definition/english/then_1?q=then

 SOURCES

Coxeter, H. S. M. (1998): Non-Euclidean geometry (6th ed). Washington, D.C: Mathematical Association of America.

Edwards, H. M. (1993): Galois theory (Corr. 3. printing). New York, NY: Springer.

Friedberg, S. H. — Insel, A. J. — Spence, L. E. (1989): Linear algebra (2. ed., [Nachdr.]). Englewood Cliffs, NJ: Prentice Hall.

Hilbert, D. — Cohn-Vossen, S. (1990): Geometry and the imagination. New York: Chelsa Publishing Company.

Hildebrand, F. B. (1987): Introduction to numerical analysis (2nd ed). New York: Dover Publications.

Jacobson, N. (1984): Lectures in abstract algebra (2. print). New York: Springer.

Kisacanin, B. (2002): Mathematical problems and proofs — combinatorics, number theory, and geometry. New York: Kluwer Academic Publishers.

Markushevich, A. I. (1963): Areas and logarithms. (překlad R. S. Toczek — R. Sandler). Boston: Heath.

Mendelson, B. (1962): Introduction to topology. Boston, Mass.: Allyn and Bacon.

Needham, T. (ed.). (1998): Visual complex analysis. Oxford: Clarendon Press.

Racine, M. L. (1973): The arithmetics of quadratic Jordan algebras. Providence, R. I.: American Mathematical Society.

Rudin, W. (1976): Principles of mathematical analysis (3d ed). New York: McGraw-Hill.

Slomson, A. B. (1991): An introduction to combinatorics (1st ed). London: Chapman
and Hall.

Wolfe, H. E. (1945): Introduction to non-Euclidean Geometry. New York: The Dryden Press.

Úvod > 2019.2.4