Results 221 to 230 of about 768,807 (267)
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The characterization of finite simple groups with no elements of order six by their element orders
Communications in Algebra, 2000We show that apart from A6 all non-abelian finite simple groups with no elements of order 6 are characterized by their element orders.
Jianbei An, Wujie Shi
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2022
Abstract Starting from the periodic table, this chapter lays out how humans have tried to order our understanding of the elements. There are many ways to categorize and label the elements depending on what factors we want to prioritize.
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Abstract Starting from the periodic table, this chapter lays out how humans have tried to order our understanding of the elements. There are many ways to categorize and label the elements depending on what factors we want to prioritize.
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Element by element solvers of order N
Computers & Structures, 1987A new family of higher order element by element (EBE) solvers possessing an improved accuracy is presented. These solvers are found to be consistently convergent, even for static one dimensional structural problems which are known to be troublesome for EBE solvers.
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On Series Connections of Fractional-Order Elements and Memristive Elements
2020 32nd International Conference on Microelectronics (ICM), 2020This paper proposes a current-controlled fractional-order memristor emulator based on one active building block. The emulator consists of a multiplication mode current conveyor (MMCC) block with three passive elements. Additionally, the series connection of fractional-order inductor (FOI) and fractional-order capacitor (FOC) with memristive elements in
Nariman A. Khalil +4 more
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1967
We must now confess that we have overglamorized reality by describing crystals as a mathematician’s dream frozen into space: a geometrically perfect arrangement of regular rows of atoms extending ad infinitum in severe order at equal distances and in well-defined directions.
A. I. Kitaigorodskiy, S. Chomet
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We must now confess that we have overglamorized reality by describing crystals as a mathematician’s dream frozen into space: a geometrically perfect arrangement of regular rows of atoms extending ad infinitum in severe order at equal distances and in well-defined directions.
A. I. Kitaigorodskiy, S. Chomet
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1967
As was shown in the previous chapter, many solids are composed of pseudospherical particles forming close-packed assemblies. The free space in such an arrangement amounts to about 26% of the total volume. Let us now see what happens when we melt such a solid, e.g., copper. Experiment shows that its volume increases by 3%.
A. I. Kitaigorodskiy, S. Chomet
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As was shown in the previous chapter, many solids are composed of pseudospherical particles forming close-packed assemblies. The free space in such an arrangement amounts to about 26% of the total volume. Let us now see what happens when we melt such a solid, e.g., copper. Experiment shows that its volume increases by 3%.
A. I. Kitaigorodskiy, S. Chomet
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Sum of the Element Orders in Groups of the Square-Free Orders
Bulletin of the Malaysian Mathematical Sciences Society, 2016zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Jafarian Amiri, Seyyed Majid +1 more
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SUM OF ELEMENT ORDERS ON FINITE GROUPS OF THE SAME ORDER
Journal of Algebra and Its Applications, 2010For a finite group G, let ψ(G) denote the sum of element orders of G. It is known that the maximum value of ψ on the set of groups of order n, where n is a positive integer, will occur at the cyclic group Cn. In this paper, we investigate the minimum value of ψ on the set of groups of the same order.
Amiri, H., Jafarian Amiri, S. M.
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1999
In the earlier seven chapters, we solved by the Green element method a variety of engineering problems in 1-D. spatial dimensions ranging from steady to transient, linear to nonlinear, and from those which apply in homogeneous to heterogeneous media.
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In the earlier seven chapters, we solved by the Green element method a variety of engineering problems in 1-D. spatial dimensions ranging from steady to transient, linear to nonlinear, and from those which apply in homogeneous to heterogeneous media.
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1999
Elements which utilize higher than linear basis function variations of the unknown potential are well known and have been extensively studied over the last three decades. This is an instance where the use of finite elements in charged particle optics lags quite far behind its use in other subjects such as civil and mechanical engineering.
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Elements which utilize higher than linear basis function variations of the unknown potential are well known and have been extensively studied over the last three decades. This is an instance where the use of finite elements in charged particle optics lags quite far behind its use in other subjects such as civil and mechanical engineering.
openaire +1 more source