Share to: share facebook share twitter share wa share telegram print page

 

Vinzenz Bronzin

Vinzenz Bronzin (born 1872 in Rovigno – died 1970 in Trieste) was an Italian mathematics professor, known today for an early (rediscovered) option pricing formula, similar to, and predating, the Black–Scholes 1973 formula; [1] he also provided a formulation of put–call parity, [2] written up formally only in 1969 by Stoll. [3]

Bronzin was born in Rovigno (now Rovinj), Istria. He studied engineering at the Vienna Polytechnic Institute, and then mathematics and pedagogics at the University of Vienna. He was made a professor at the Accademia di Commercio e Nautica, Trieste, Italy, in 1900; his focus was "Political and Commercial Arithmetic", which included actuarial science and probability theory. In 1910 he accepted the position of director. In 1937 he resigned from all of his positions at the Academia at the age of 65.[4]

In 1908 Bronzin published his Theorie der Prämiengeschäfte (German: "Theory of Premium Contracts") discussing a then current type of option contract. Almost every element of modern option pricing can be found in Bronzin’s book;[5] however, like Louis Bachelier's now famous dissertation (1900), the work seems to have been forgotten shortly after it was published. Bronzin’s "methodological setup is completely different from Bachelier’s,"[6] at least in terms of the underlying stochastic framework; he takes a much more "pragmatic" approach, directly making assumptions on the share price distribution at maturity, and deriving a "rich set of closed form solutions for the value of options."

See also

References

  1. ^ Heinz Zimmermann; Wolfgang Hafner (2007). "Amazing discovery: Vincenz Bronzin's option pricing models". Journal of Banking & Finance. 31 (2). Elsevier: 531–546. doi:10.1016/j.jbankfin.2006.07.003. ISSN 0378-4266.
  2. ^ Heinz Zimmermann; Wolfgang Hafner. G. Poitras (ed.). "Vincenz Bronzin's option pricing theory: Contents, contribution, and background" (PDF). Pioneers of Financial Economics. Econstor: 24.
  3. ^ Stoll, Hans R (1969-02-02). "The Relationship between Put and Call Option Prices". Ideas.repec.org. Retrieved 2015-05-05.
  4. ^ Heinz Zimmermann; Wolfgang Hafner (2009). Vinzenz Bronzin's Option Pricing Models. Springer. p. 12. ISBN 978-3-540-85710-5. LCCN 2008934324.
  5. ^ Wolfgang Hafner, Heinz Zimmermann (2009).Vinzenz Bronzin's Option Pricing Models: Exposition and Appraisal. Springer. pp. 562.
  6. ^ Wolfgang Hafner, Heinz Zimmermann (2009).Vinzenz Bronzin's Option Pricing Models: Exposition and Appraisal. Springer. pp. 2.


Kembali kehalaman sebelumnya


Index: pl ar de en es fr it arz nl ja pt ceb sv uk vi war zh ru af ast az bg zh-min-nan bn be ca cs cy da et el eo eu fa gl ko hi hr id he ka la lv lt hu mk ms min no nn ce uz kk ro simple sk sl sr sh fi ta tt th tg azb tr ur zh-yue hy my ace als am an hyw ban bjn map-bms ba be-tarask bcl bpy bar bs br cv nv eml hif fo fy ga gd gu hak ha hsb io ig ilo ia ie os is jv kn ht ku ckb ky mrj lb lij li lmo mai mg ml zh-classical mr xmf mzn cdo mn nap new ne frr oc mhr or as pa pnb ps pms nds crh qu sa sah sco sq scn si sd szl su sw tl shn te bug vec vo wa wuu yi yo diq bat-smg zu lad kbd ang smn ab roa-rup frp arc gn av ay bh bi bo bxr cbk-zam co za dag ary se pdc dv dsb myv ext fur gv gag inh ki glk gan guw xal haw rw kbp pam csb kw km kv koi kg gom ks gcr lo lbe ltg lez nia ln jbo lg mt mi tw mwl mdf mnw nqo fj nah na nds-nl nrm nov om pi pag pap pfl pcd krc kaa ksh rm rue sm sat sc trv stq nso sn cu so srn kab roa-tara tet tpi to chr tum tk tyv udm ug vep fiu-vro vls wo xh zea ty ak bm ch ny ee ff got iu ik kl mad cr pih ami pwn pnt dz rmy rn sg st tn ss ti din chy ts kcg ve 
Prefix: a b c d e f g h i j k l m n o p q r s t u v w x y z 0 1 2 3 4 5 6 7 8 9