Carl G. Hempel. Eine rein topologische Form nichtaristotelischer Logik. Erkenntnis, vol. 6 (1936–1937), pp. 436–442. Summary of a paper which will appear in full in a later number of this Journal. - Hans Hermes and Heinrich Scholz. Ein neuer Vollständigkeitsbeweis für das reduzierte Fregesche Axiomensystem des Aussagenkalküls. Forschungen zur Logik und zur Grundlegung der exakten Wissenschaften, n. s. no. 1. S. Hirzel, Leipzig1937, 40 pp. Reprinted from Deutsche Mathematik, vol. 1 (1936), pp. 733–772.

C. H. Langford

doi:10.2307/2267394

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Carl G. Hempel. Eine rein topologische Form nichtaristotelischer Logik. Erkenntnis, vol. 6 (1936–1937), pp. 436–442. Summary of a paper which will appear in full in a later number of this Journal. - Hans Hermes and Heinrich Scholz. Ein neuer Vollständigkeitsbeweis für das reduzierte Fregesche Axiomensystem des Aussagenkalküls. Forschungen zur Logik und zur Grundlegung der exakten Wissenschaften, n. s. no. 1. S. Hirzel, Leipzig1937, 40 pp. Reprinted from Deutsche Mathematik, vol. 1 (1936), pp. 733–772.

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Carl G. Hempel. Eine rein topologische Form nichtaristotelischer Logik. Erkenntnis, vol. 6 (1936–1937), pp. 436–442. Summary of a paper which will appear in full in a later number of this Journal. - Hans Hermes and Heinrich Scholz. Ein neuer Vollständigkeitsbeweis für das reduzierte Fregesche Axiomensystem des Aussagenkalküls. Forschungen zur Logik und zur Grundlegung der exakten Wissenschaften, n. s. no. 1. S. Hirzel, Leipzig1937, 40 pp. Reprinted from Deutsche Mathematik, vol. 1 (1936), pp. 733–772.

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Carl G. Hempel. Eine rein topologische Form nichtaristotelischer Logik. Erkenntnis, vol. 6 (1936–1937), pp. 436–442. Summary of a paper which will appear in full in a later number of this Journal. - Hans Hermes and Heinrich Scholz. Ein neuer Vollständigkeitsbeweis für das reduzierte Fregesche Axiomensystem des Aussagenkalküls. Forschungen zur Logik und zur Grundlegung der exakten Wissenschaften, n. s. no. 1. S. Hirzel, Leipzig1937, 40 pp. Reprinted from Deutsche Mathematik, vol. 1 (1936), pp. 733–772.

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