Search results for "LYN"

showing 10 items of 910 documents

Covalent DNA adducts formed by benzo[c]chrysene in mouse epidermis and by benzo[c]chrysene fjord-region diol epoxides reacted with DNA and polynucleo…

1997

The metabolic activation in mouse skin of benzo[c]chrysene (B[c]C), a weakly carcinogenic polycyclic aromatic hydrocarbon (PAH) present in coal tar and crude oil, was investigated. Male Parkes mice were treated topically with 0.5 mumol of B[c]C, and DNA was isolated from the treated areas of skin at various times after treatment and analyzed by 32P-postlabeling. Seven adduct spots were detected, at a maximum level of 0.89 fmol of adducts/microgram of DNA. Four B[c]C-DNA adducts persisted in skin for at least 3 weeks. Treatment of mice with 0.5 mumol of the optically pure putative proximate carcinogens (+)- and (-)-trans-benzo[c]chrysene-9,10-dihydrodiols [(+)- and (-)-B[c]C-diols] led to th…

ChryseneMaleStereochemistryPolynucleotidesToxicologyAdductchemistry.chemical_compoundDNA AdductsMiceAnimalsCarcinogenBiotransformationChromatography High Pressure LiquidSkinCarcinogenic Polycyclic Aromatic HydrocarbonSingle-Strand Specific DNA and RNA EndonucleasesAbsolute configurationGeneral MedicineDNAPhenanthreneschemistryCovalent bondPolynucleotideAutoradiographyEpoxy CompoundsSpectrophotometry UltravioletChromatography Thin LayerDNAChemical research in toxicology
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Combined spectroscopic and theoretical analysis of the binding of a water-soluble perylene diimide to DNA/RNA polynucleotides and G-quadruplexes.

2021

We present here a combined spectroscopic and theoretical analysis of the binding of N,N’-bis(2-(1-piperazino)ethyl)-3,4,9,10-perylenetetracarboxylic acid diimide dichloride (PZPERY) to different biosubstrates. Absorbance titrations and circular dichroism experiments, melting studies and isothermal calorimetry (ITC) titrations reveal a picture where the binding to natural double-stranded DNA is very different from that to double and triple-stranded RNAs (poly(A)∙poly(U) and poly(U)∙poly(A)⁎poly(U)). As confirmed also by the structural and energetic details clarified by density functional theory (DFT) calculations, intercalation occurs for DNA, with a process driven by the combination of aggr…

Circular dichroismIntercalation (chemistry)PolynucleotidesSupramolecular chemistryMolecular dynamicsG-quadruplexChemistry Physical and theoreticalAnalytical ChemistryAggregationchemistry.chemical_compoundDiimideQuímica físicaIntercalationHumansInstrumentationPeryleneSpectroscopyAggregation; Density functional theory; Intercalation; Molecular dynamics; Sitting atop; Circular Dichroism; DNA; Humans; Polynucleotides; RNA; Water; G-Quadruplexes; PeryleneCircular DichroismWaterIsothermal titration calorimetryDNAAtomic and Molecular Physics and OpticsSitting atopG-QuadruplexesCrystallographychemistrySettore CHIM/03 - Chimica Generale E InorganicaPolynucleotideDensity functional theoryRNAPeryleneSpectrochimica acta. Part A, Molecular and biomolecular spectroscopy
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Titration of poly(dA-dT) · poly(dA-dT) in solution at variable NaCl concentration

2004

CD and uv absorption data showed that high molecular weight poly(dA-dT) . poly(dA-dT), at 298 K, undergoes an acid-induced transition from B-double helix to random coil in NaCl solutions of different concentrations, ranging from 0.005 to 0.600M. Similarly, titration of the polynucleotide with a strong base causes duplex-to-single strands transition. The base- and acid-induced transitions were both reversible by back-titration (with an acid or, respectively, with a base): the apparent pKa were the same in both directions. However, the number of protons per titratable site (adenine N1) required to reach half-denaturation was in great excess over the stoichiometric value; to a much larger exte…

Circular dichroismOrganic ChemistryBiophysicsGeneral MedicineBiochemistryPolyelectrolyteRandom coilThymineBiomaterialsCrystallographychemistry.chemical_compoundDeprotonationchemistryPolynucleotideCounterion condensationOrganic chemistryTitrationBiopolymers
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Circular dichroism of polynucleotides: Interactions of NiCl2 with poly(dA-dT).poly(dA-dT) and poly(dG-dC).poly(dG-dC) in a water-in-oil microemulsion.

2008

The thermal behavior of the synthetic, high molecular weight, double stranded polynucleotides poly(dA-dT)·poly(dA-dT) [polyAT] and poly(dG-dC)·poly(dG-dC) [polyGC] solubilized in the aqueous core of the quaternary water-in-oil cationic microemulsion CTAB|n-pentanol|n-hexane|water in the presence of increasing amounts of NiCl2 at several constant ionic strength values (NaCl) has been studied by means of circular dichroism and electronic absorption spectroscopies. In the microemulsive medium, both polynucleotides show temperature-induced modifications that markedly vary with both Ni(II) concentration and ionic strength. An increase of temperature causes denaturation of the polyAT duplex at lo…

Circular dichroismPolynucleotidesAnalytical chemistryIonic bondingchemistry.chemical_elementmodel polynucleotideCatalysisAnalytical ChemistryNickelthermal denaturationDrug DiscoveryMicroemulsionSpectroscopyPharmacologyAqueous solutionChemistryCircular DichroismOrganic ChemistryCationic polymerizationTemperatureWaterCD and UV spectroscopiesnickel (II) ionNickelCrystallographywater-in-oil microemulsionPolynucleotideIonic strengthEmulsionsOilsChirality
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Correspondence between some metabelian varieties and left nilpotent varieties

2021

Abstract In the class of left nilpotent algebras of index two it was proved that there are no varieties of fractional polynomial growth ≈ n α with 1 α 2 and 2 α 3 instead it was established the existence of a variety of fractional polynomial growth with α = 7 2 . In this paper we investigate similar problems for varieties of commutative or anticommutative metabelian algebras. We construct a correspondence between left nilpotent algebras of index two and commutative metabelian algebras or anticommutative metabelian algebras and we prove that the codimensions sequences of the corresponding algebras coincide up to a constant. This allows us to transfer the above results concerning varieties of…

Class (set theory)Pure mathematicsAlgebra and Number TheoryAnticommutativityFractional polynomialVarietiesMathematics::Rings and Algebras010102 general mathematicsGrowth01 natural sciencesSettore MAT/02 - AlgebraMathematics::Group TheoryTransfer (group theory)NilpotentCodimension0103 physical sciences010307 mathematical physics0101 mathematicsVariety (universal algebra)Constant (mathematics)Commutative propertyMathematicsJournal of Pure and Applied Algebra
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Computing with Rational Symmetric Functions and Applications to Invariant Theory and PI-algebras

2012

The research of the first named author was partially supported by INdAM. The research of the second, third, and fourth named authors was partially supported by Grant for Bilateral Scientific Cooperation between Bulgaria and Ukraine. The research of the fifth named author was partially supported by NSF Grant DMS-1016086.

Classical Invariant Theory05A15 05E05 05E10 13A50 15A72 16R10 16R30 20G05MacMahon Partition AnalysisHilbert SeriesRational symmetric functions classical invariant theory algebras with polynomial identity cocharacter sequenceMathematics - Rings and AlgebrasCommutative Algebra (math.AC)Mathematics - Commutative AlgebraRational Symmetric FunctionsAlgebras with Polynomial IdentitySettore MAT/02 - AlgebraRings and Algebras (math.RA)Noncommutative Invariant TheoryFOS: MathematicsCocharacter SequenceMathematics - CombinatoricsCombinatorics (math.CO)
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Knot Theory, Jones Polynomial and Quantum Computing

2005

Knot theory emerged in the nineteenth century for needs of physics and chemistry as these needs were understood those days. After that the interest of physicists and chemists was lost for about a century. Nowadays knot theory has made a comeback. Knot theory and other areas of topology are no more considered as abstract areas of classical mathematics remote from anything of practical interest. They have made deep impact on quantum field theory, quantum computation and complexity of computation.

Classical mathematicsPure mathematicsComputer scienceComputationCalculusJones polynomialQuantum field theoryMathematics::Geometric TopologyTime complexityPhysics::History of PhysicsTopology (chemistry)Quantum computerKnot theory
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Polynomials generated by linear operators

2004

We study the class of Banach algebra-valued n n -homogeneous polynomials generated by the n t h n^{th} powers of linear operators. We compare it with the finite type polynomials. We introduce a topology w E F w_{EF} on E , E, similar to the weak topology, to clarify the features of these polynomials.

Classical orthogonal polynomialsDiscrete mathematicsMacdonald polynomialsDifference polynomialsGegenbauer polynomialsApplied MathematicsGeneral MathematicsDiscrete orthogonal polynomialsHahn polynomialsWilson polynomialsOrthogonal polynomialsOPERADORES NÃO LINEARESMathematicsProceedings of the American Mathematical Society
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On an Inequality for Trigonometric Polynomials In Several Variables

1990

Publisher Summary This chapter presents trigonometric polynomials in n variables. Using the methods of approximation theory, an inequality can be extended to almost periodic functions and to still more general classes of functions as in the case for Bohr's inequality. However, no analogous result exists in the case of two variables. For the solution of problems containing small divisors, the estimate has to be completed by theorems concerning the best approximation of holomorphic functions by trigonometric polynomials in polystrips. The chapter also presents equations to provide an estimate for a differential operator.

Classical orthogonal polynomialsDiscrete mathematicsPure mathematicssymbols.namesakePythagorean trigonometric identityOrthogonal polynomialsDifferentiation of trigonometric functionssymbolsTrigonometric substitutionTrigonometric integralTrigonometric polynomialProofs of trigonometric identitiesMathematics
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Complex Numbers and Polynomials

2016

As mentioned in Chap. 1, for a given set and an operator applied to its elements, if the result of the operation is still an element of the set regardless of the input of the operator, then the set is said closed with respect to that operator.

Classical orthogonal polynomialsPure mathematicssymbols.namesakeOperator (computer programming)Difference polynomialsGegenbauer polynomialsDiscrete orthogonal polynomialsOrthogonal polynomialsFibonacci polynomialssymbolsJacobi polynomialsMathematics
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