'Group theory' diaporamas de présentation

A chess puzzle

1.55k views • 133 slides

Coordination Chemistry II

Coordination Chemistry II. Bonding, including crystal field theory and ligand field theory. Basis for Bonding Theories.

2.39k views • 77 slides

Perturbation Theory

Perturbation Theory. H 0 is the Hamiltonian of for a known system for which we have the solutions: the energies, e 0 , and the wavefunctions, f 0 . H 0 f 0 = e 0 f 0

1.52k views • 45 slides

Short Overview of Cryptography (Lecture II)

Short Overview of Cryptography (Lecture II). John C. Mitchell Stanford University. Some philosophy (my opinions). Do something useful with your life Computers can do many things Have fun! Do something that matters Learn something about the problems you solve

399 views • 34 slides

Quiz 2

Quiz 2. (40 Points) Consider the complexation of Pu 4+ with a monoprotic ligand (LH). The reaction is: Pu 4+ +L - ?? PuL 3+

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Group theory in the classroom

Group theory in the classroom. Danny Brown. outline. What is a group? Symmetry groups Some more groups Permutations Shuffles and bell-ringing Even more symmetry. Rotation and reflection. Direct and indirect symmetries. what is a group?. Some other groups. Symmetries of other shapes

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What have we learnt about graph expansion in the new millenium ?

What have we learnt about graph expansion in the new millenium ?. Sanjeev Arora Princeton University & Center for Computational Intractability. Overview. Last millenium : Central role of expansion and expanders Recognizing expander graphs via eigenvalues (Cheeger71,Alon-Milman85)

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Preview: How can we be sure a physical system is not running a (possibly occult) quantum computation?

Preview: How can we be sure a physical system is not running a (possibly occult) quantum computation?. A1: Not enough energy Variational calculus A2: Too much symmetry Group theory A3: Ensemble averaging Statistical mechanics Master equations A4: The system is too noisy

361 views • 24 slides

Scale invariance

Scale invariance. Object of which a detail when enlarged becomes (approximately) identical to the object itself. Condition of self-similarity leads to properties defined in fractal dimensions. Examples of scale invariance . Snow flakes. Lungs. Trees. Neurons. Symmetry in art.

509 views • 23 slides

Automated Theory Formation for Tutoring Tasks in Pure Mathematics

Automated Theory Formation for Tutoring Tasks in Pure Mathematics. Simon Colton, Roy McCasland, Alan Bundy, Toby Walsh. Tools for Maths Teachers. Setting exercises is important in mathematics education Automated tools available for High school mathematics and below

249 views • 16 slides

3. The Relational Leadership Model

3. The Relational Leadership Model. Relational Leadership. A relational and ethical process of people together attempting to accomplish positive change. . Being Purposeful. The ability to collaborate and to ?nd common ground with others to facilitate positive change.

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Advanced Inorganic Chemistry

661 views • 11 slides

Spin-Orbit Coupling

3.39k views • 10 slides

Field Extension

Field Extension. The main study of Field Theory By: Valerie Toothman. What is a Field Extension?. Abstract Algebra Main object of study in field theory The General idea is to start with a field and construct a larger field that contains that original field and satisfies additional properties.

2.84k views • 10 slides

Powerpoint Templates

Group Theory:. Powerpoint Templates. Complex Vibrations. Scissoring. Symmetrical stretching. Antisymmetrical stretching. Rocking. Wagging. Twisting.

201 views • 10 slides

1.72k views • 6 slides

Sage: A Free, Open-Source Mathematics Software Program

Sage: A Free, Open-Source Mathematics Software Program. By NPZR. Concept. Commercial mathematics software programs are often very costly (one semester of Mathematica is $45) ? Being closed-source makes extending functionality difficult

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Felix Klein

412 views • 4 slides