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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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Time-Domain Analysis of the Periodically Discontinuously Forced Fractional Oscillators
()
Zdzislaw Trzaska
Advances in Pure Mathematics
Vol.4 No.6
, June 25, 2014
DOI:
10.4236/apm.2014.46036
3,267
Downloads
4,618
Views
Citations
This article belongs to the Special Issue on
Structure of Groups with Generalized Normal Subgroups
()
Mohammad Arshaduzzaman
Advances in Pure Mathematics
Vol.4 No.6
, June 13, 2014
DOI:
10.4236/apm.2014.46035
6,608
Downloads
9,187
Views
Citations
This article belongs to the Special Issue on
Derived Categories in Langlands Geometrical Ramifications: Approaching by Penrose Transforms
()
Francisco Bulnes
Advances in Pure Mathematics
Vol.4 No.6
, June 13, 2014
DOI:
10.4236/apm.2014.46034
4,914
Downloads
6,548
Views
Citations
This article belongs to the Special Issue on
Convergence Theorem of Hybrid Iterative Algorithm for Equilibrium Problems and Fixed Point Problems of Finite Families of Uniformly Asymptotically Nonexpansive Semigroups
()
Hongbo Liu
,
Yi Li
Advances in Pure Mathematics
Vol.4 No.6
, June 9, 2014
DOI:
10.4236/apm.2014.46033
4,002
Downloads
5,946
Views
Citations
This article belongs to the Special Issue on
A Note on the Height of Transitive Depth-One Graded Lie Algebras Generated by Their Local Parts
()
Thomas B. Gregory
Advances in Pure Mathematics
Vol.4 No.6
, June 9, 2014
DOI:
10.4236/apm.2014.46032
3,980
Downloads
5,507
Views
Citations
This article belongs to the Special Issue on
A Solution of Generalized Cosine Equation in Hilbert’s Fourth Problem
()
Rafik Aramyan
Advances in Pure Mathematics
Vol.4 No.6
, June 6, 2014
DOI:
10.4236/apm.2014.46031
2,959
Downloads
4,482
Views
Citations
This article belongs to the Special Issue on
Integral Equations
A New Integral Equation for the Spheroidal Equations in Case of m Equal to 1
()
Guihua Tian
Advances in Pure Mathematics
Vol.4 No.6
, June 6, 2014
DOI:
10.4236/apm.2014.46030
5,013
Downloads
6,537
Views
Citations
This article belongs to the Special Issue on
Integral Equations
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