Symmetrichydrogenbond
A symmetrichydrogenbond is a special type of hydrogenbond in which the proton is spaced exactly halfway ... the symmetrichydrogenbond quantum mechanically, as it seems to violate the octet rule duet rule for the first ..
Hydrogenbond
of protein through interaction of R groups. See also protein folding . Symmetrichydrogenbond A symmetric ... hydrogen atom forms a partial covalent bond with two atoms rather than one. Symmetrichydrogen bonds ..
Tertiary hydrogenbond
communication over the whole protein. Definition Hydrogenbond s that stabilize the tertiary structure of the protein s Off diagonal points in the HB plot See also Secondary hydrogenbond HB Plot Protein ..
Carbon-hydrogenbond
A carbogen, also known as a C H bond, is a covalent bond single bond between carbon and hydrogen atoms, most commonly found in organic compound s ref JerryMarch ref . Carbon hydrogen bonds have a bond ..
Secondary hydrogenbond
doi 10.1016 j.abb.2007.02.020 ref . Definition Hydrogenbond s that stabilize the secondary structure of the protein s Diagonal points in the HB plot See also Tertiary hydrogenbond HB Plot Protein ..
Low-barrier hydrogenbond
A Low barrier hydrogenbond or LBHB is a special type of hydrogenbond . This type of bond is especially ... 2.29 Å the bond is characterized as a short strong hydrogenbond or SSHB ref On the electronic nature ..
Hydrogen
bonding called hydrogenbond ing, which is critical to the stability of many biological molecules ... HydrogenBond ref Hydrogen also forms compounds with less electronegative elements, such as the metal ..
Symmetric function
otheruses4 symmetric functions which are not necessarily polynomials symmetric functions which are polynomials symmetric polynomials for the ring of symmetric functions ring of symmetric functions In mathematics ..
Symmetric algebra
In mathematics , the symmetric algebra S V also denoted Sym V on a vector space V over a field mathematics .... The dual, math S V math corresponds to polynomials on V . It should not be confused with symmetric ..
Symmetric set
In mathematics, a nonempty subset S of a group mathematics group G is said to be symmetric if math S S 1 math where math S 1 x 1 x in G math . In other words, S is symmetric if math x 1 in S math whenever ..
Symmetric equilibrium
1px aaa solid border collapse collapse font size 95 C D C 2, 2 0, 3 D 3, 0 1, 1 In game theory , a symmetric ... is D , D . Since both players use the same strategy, the equilibrium is symmetric . Symmetric ..
Symmetric derivative
In mathematics , the symmetric derivative is an operator operation related to the ordinary derivative ... at a point x if its symmetric derivative exists at that point. It can be shown that if a function ..
Symmetric relation
In mathematics , a binary relation R over a Set mathematics set X is symmetric if it holds for all a and b ... symmetric and antisymmetric equality mathematics equality and its subrelations, including, vacuous ..
Symmetric difference
No footnotes date March 2009 In mathematics , the symmetric difference of two Set mathematics sets is the set ... kin of the exclusive disjunction XOR operation in Boolean logic . The symmetric difference of the sets ..
Symmetric matrix
No footnotes date November 2009 In linear algebra , a symmetric matrix is a square matrix , A , that is equal to its transpose math A A top . , math The entries of a symmetric matrix are symmetric with respect ..
Symmetric game
In game theory , a symmetric game is a game where the payoffs for playing a particular strategy depend ... of the players without changing the payoff to the strategies, then a game is symmetric. Symmetry can ..
Symmetric closure
In mathematics , the symmetric closure of a binary relation R on a Set mathematics set X is the smallest symmetric relation on X that contains R . For example, if X is a set of airports and xRy means there is a direct ..
Symmetric in Design
Infobox Album See Wikipedia WikiProject Albums Name Symmetric in Design Type studio Artist Scar Symmetry ... Symmetric in Design br 2005 Next album Pitch Black Progress br 2006 Misc Extra album cover 2 Upper ..
Symmetric polynomial
otheruses4 individual symmetric polynomials the ring of symmetric polynomials ring of symmetric functions In mathematics , a symmetric polynomial is a polynomial ring polynomial P X sub 1 sub , X sub 2 ..
Symmetric tensor
In mathematics , a symmetric tensor is tensor that is invariant under a permutation of its vector arguments. Thus a r sup th sup order symmetric tensor represented in coordinates as a quantity with r indices ..
Symmetric convolution
date February 2009 In mathematics , symmetric convolution is a special subset of convolution operations in which the convolution kernel is symmetric across its zero point. Many common convolution ..
Symmetric space
Otheruses In differential geometry , representation theory and harmonic analysis , a symmetric space ..., and these are required to be isometry isometries , leading to the notion of a Riemannian symmetric ..
Symmetric group
Image GrapheCayley S4 Plan.svg thumb 200px Cayley graph of the symmetric group of degree 4 S sub 4 sub represented as the group of rotations of a standard dice die . In mathematics , the symmetric group ..
Symmetric graph
Image Petersen graph blue.svg thumb 200px The Petersen graph is a Cubic graph cubic symmetric graph. Any ... , a graph mathematics graph G is symmetric or arc transitive if, given any two pairs of linked vertices ..
Symmetric fault
In power engineering , specifically three phase Electric power power , a symmetric , symmetrical or balanced ..., roughly 5 are symmetric Citation needed date November 2009 . This is in contrast to an asymmetric ..
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