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Advances in Pure Mathematics
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Advances in Pure Mathematics
ISSN Print:
2160-0368
ISSN Online:
2160-0384
www.scirp.net/journal/apm
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On Kadison’s Similarity Problem for Homomorphisms of the Algebra of Complex Polynomials
()
Joachim Moussounda Mouanda
Advances in Pure Mathematics
Vol.11 No.9
, September 22, 2021
DOI:
10.4236/apm.2021.119050
378
Downloads
1,509
Views
Citations
This article belongs to the Special Issue on
Killing Imaginary Numbers? From Today’s Asymmetric Number System to a Symmetric System
()
Espen Gaarder Haug
,
Pankaj Mani
Advances in Pure Mathematics
Vol.11 No.8
, August 27, 2021
DOI:
10.4236/apm.2021.118049
592
Downloads
4,010
Views
Citations
This article belongs to the Special Issue on
An Elementary Proof of Fermat’s Last Theorem for Epsilons
()
Bibek Baran Nag
Advances in Pure Mathematics
Vol.11 No.8
, August 24, 2021
DOI:
10.4236/apm.2021.118048
6,358
Downloads
14,127
Views
Citations
This article belongs to the Special Issue on
Non-Spectral Problem of Self-Affine Measures in R
3
()
Yanbo Yuan
Advances in Pure Mathematics
Vol.11 No.8
, August 12, 2021
DOI:
10.4236/apm.2021.118047
315
Downloads
1,092
Views
Citations
This article belongs to the Special Issue on
Operations with Higher-Order Types of Asymptotic Variation: Filling Some Gaps
()
Antonio Granata
Advances in Pure Mathematics
Vol.11 No.8
, August 12, 2021
DOI:
10.4236/apm.2021.118046
313
Downloads
1,394
Views
Citations
This article belongs to the Special Issue on
A Study on Computer Consciousness on Intuitive Geometry Based on Mathematics Experiments and Statistical Analysis
()
Xiang Sun
,
Zhenbing Zeng
Advances in Pure Mathematics
Vol.11 No.8
, August 11, 2021
DOI:
10.4236/apm.2021.118045
427
Downloads
1,385
Views
Citations
This article belongs to the Special Issue on
The Generalization and Proof of “Square Root of 2 Is Not a Rational Number” on the Integral Domain
()
Tongchao Liu
Advances in Pure Mathematics
Vol.11 No.7
, July 8, 2021
DOI:
10.4236/apm.2021.117044
390
Downloads
2,937
Views
Citations
This article belongs to the Special Issue on
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