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Book Reviews for J R Army Med Corps 1988; Vol 134

Journal of the Royal Army Medical Corps

Medicine

1988

English

Book Reviews for J R Army Med Corps 1968; Vol 114

Journal of the Royal Army Medical Corps

Medicine

1968

English

Discussion: “Parameters Affecting the Kinetic Friction of Ice” (Akkok, M., Ettles, C. M. McC., and Calabrese, S. J., 1987, ASME J. Tribol., 109, Pp. 552–559)

Journal of Tribology

Mechanics of Materials

Surfaces

Mechanical Engineering

English

Cover Picture: Highly Stable Molecular Borromean Rings (Chin. J. Chem. 2/2018)

Chinese Journal of Chemistry

Chemistry

2018

English

Symposium on Consent and Confidentiality. J Med Ethics 2003;29:2-40

Journal of Medical Ethics

English

Removal of Aniline Blue From Aqueous Solutions Using Ce1-XBixCrO3 &Lt;/Sub>(x = 0, 0.5, 1)

Open Journal of Inorganic Non-metallic Materials

2018

English

Figures 10-21 From: Zhang X, Chen B, Li T-J (2020) Taxonomy of the Genus Epsilon From China, With a New Species and an Updated Key to the Oriental Species (Hymenoptera, Vespidae, Eumeninae). ZooKeys 910: 131-142.

2020

English

Figures 22-27 From: Zhang X, Chen B, Li T-J (2020) Taxonomy of the Genus Epsilon From China, With a New Species and an Updated Key to the Oriental Species (Hymenoptera, Vespidae, Eumeninae). ZooKeys 910: 131-142.

2020

English

J. Plassmann, Tafel Der Viertelquadrate Aller Zahlen Von 1 Bis 20.009

Monatshefte fur Mathematik

Mathematics

1933

English

Boundedness and Oscillatoriness of Solutions of the Equation Y" + A(x)g(y, Y') + B(x)f(y)h(y') = 0

Annales Polonici Mathematici

Mathematics

1973

English

Amanote Research

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Book Reviews for J R Army Med Corps 1988; Vol 134

Book Reviews for J R Army Med Corps 1968; Vol 114

Discussion: “Parameters Affecting the Kinetic Friction of Ice” (Akkok, M., Ettles, C. M. McC., and Calabrese, S. J., 1987, ASME J. Tribol., 109, Pp. 552–559)

Cover Picture: Highly Stable Molecular Borromean Rings (Chin. J. Chem. 2/2018)

Symposium on Consent and Confidentiality. J Med Ethics 2003;29:2-40

Removal of Aniline Blue From Aqueous Solutions Using Ce<sub>1-X</Sub>Bi<sub>x</Sub>CrO<sub>3 &Lt;/Sub>(x = 0, 0.5, 1)

Figures 10-21 From: Zhang X, Chen B, Li T-J (2020) Taxonomy of the Genus Epsilon From China, With a New Species and an Updated Key to the Oriental Species (Hymenoptera, Vespidae, Eumeninae). ZooKeys 910: 131-142.

Figures 22-27 From: Zhang X, Chen B, Li T-J (2020) Taxonomy of the Genus Epsilon From China, With a New Species and an Updated Key to the Oriental Species (Hymenoptera, Vespidae, Eumeninae). ZooKeys 910: 131-142.

J. Plassmann, Tafel Der Viertelquadrate Aller Zahlen Von 1 Bis 20.009

Boundedness and Oscillatoriness of Solutions of the Equation Y" + A(x)g(y, Y') + B(x)f(y)h(y') = 0

Amanote Research

Discover open access scientific publications

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Book Reviews for J R Army Med Corps 1988; Vol 134

Book Reviews for J R Army Med Corps 1968; Vol 114

Discussion: “Parameters Affecting the Kinetic Friction of Ice” (Akkok, M., Ettles, C. M. McC., and Calabrese, S. J., 1987, ASME J. Tribol., 109, Pp. 552–559)

Cover Picture: Highly Stable Molecular Borromean Rings (Chin. J. Chem. 2/2018)

Symposium on Consent and Confidentiality. J Med Ethics 2003;29:2-40

Removal of Aniline Blue From Aqueous Solutions Using Ce&lt;sub&gt;1-X&lt;/Sub&gt;Bi&lt;sub&gt;x&lt;/Sub&gt;CrO&lt;sub&gt;3 &Lt;/Sub&gt;(x = 0, 0.5, 1)

Figures 10-21 From: Zhang X, Chen B, Li T-J (2020) Taxonomy of the Genus Epsilon From China, With a New Species and an Updated Key to the Oriental Species (Hymenoptera, Vespidae, Eumeninae). ZooKeys 910: 131-142.

Figures 22-27 From: Zhang X, Chen B, Li T-J (2020) Taxonomy of the Genus Epsilon From China, With a New Species and an Updated Key to the Oriental Species (Hymenoptera, Vespidae, Eumeninae). ZooKeys 910: 131-142.

J. Plassmann, Tafel Der Viertelquadrate Aller Zahlen Von 1 Bis 20.009

Boundedness and Oscillatoriness of Solutions of the Equation Y" + A(x)g(y, Y') + B(x)f(y)h(y') = 0

Removal of Aniline Blue From Aqueous Solutions Using Ce<sub>1-X</Sub>Bi<sub>x</Sub>CrO<sub>3 &Lt;/Sub>(x = 0, 0.5, 1)