Entrance Exams to Higher Educational Institutions in Russia Before the Revolution: Problems, Procedures, People

Author:

Karp Alexander

Publisher

Springer International Publishing

Reference54 articles.

1. Adamovich, S.V. 1902. Sbornik voprosov i zadach po arifmetike, algebre, geometrii i trigonometrii, predlagavshikhsya na konkursnykh ekzamenakh pri postuplenii v Nikolaevskuiu Akademiiu General’nogo shtaba. [Collection of Questions and Problems in Arithmetic, Algebra, Geometry, and Trigonometry Given on Competitive Exams for Entering the Nikolayevskaya General Staff Academy]. St. Petersburg: Tipografiya N.N.Klobukova.

2. Agapov, Dmitry V. 1901. Sbornik tipichnykh i naibolee trudnykh zadach po Arifmetike, Algebre, Geometrii, Trigonometrii i Fisike, predlagavshikhsya na konkursnykh ekzamenakh vo vsekh vysshikh uchebnykh zavedeniyakh. [Collection of Typical and Especially Difficult Problems in Arithmetic, Algebra, Geometry, Trigonometry, and Physics Given on Competitive Exams at All Higher Educational Institutions]. Orenburg: Tipo-litografiya B.A.Breslina.

3. Agenturnaya zapiska o nedostatkakh klassicheskoy sistemy obrazovaniya v gimnaziyakh i o bol’shikh probelakh znanii v oblasti tochnykh nauk u lits, sdavavshikh priemnye ekzameny v vysshie uchebnye zavedeniya s tekhnicheskim uklonom [Agents’ memorandum on the defects of the classical system of education in gymnasia and on large gaps in knowledge in the sphere of the exact sciences among persons taking entrance exams to institutions of higher learning with a technical orientation]. (1875). State archive of Russian Federation, f. 109, op. 3a, d. 1035.

4. Almoev, Amayak K. 1915a. Sbornik zadach s resheniyami predlozhennykh na konkursnykh ekasamenakh. Vypusk 1 [Collection of Problems with Solutions Given on Competitive Exams, Issue 1]. Moscow: Izdanie Almoeva.

5. ———. 1915b. Sbornik zadach s resheniyami, predlozhennykh na konkursnykh ekasamenakh. Vypusk 2 [Collection of Problems with Solutions Given on Competitive Exams, Issue 2]. Moscow: Izdanie Almoeva.

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1. Exams in Russia as an Example of Problem Set Organization;Research in Mathematics Education;2023

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