_pavel-turek-oist-representation-theory-seminar-24th-january-2023.jpg "Pavel Turek – OIST Representation Theory Seminar – 24th January 2023 from zero of the zero polynomial Video Screenshot Preview")
GalleryPlay Video:
(Note: The default playback of the video is HD VERSION. If your browser is buffering the video slowly, please play the REGULAR MP4 VERSION or Open The Video below for better experience. Thank you!)
⏲ Duration: 38 min 19 sec
✓ Published: 25-Jan-2023
✓ Published: 25-Jan-2023
Description:
Title: On stable modular plethysms of the natural module of SL_2(F_p) in characteristic pn nAbstract: To study polynomial representations of general and special linear groups in characteristic zero one can use formal characters to work with symmetric functions instead. The situation gets more complicated when working over a field k of non-zero characteristic. However, by describing the representation ring of kSL_2(F_p) modulo projective modules appropriately we are able to use symmetric function
Title: On stable modular plethysms of the natural module of SL_2(F_p) in characteristic pn nAbstract: To study polynomial representations of general and special linear groups in characteristic zero one can use formal characters to work with symmetric functions instead. The situation gets more complicated when working over a field k of non-zero characteristic. However, by describing the representation ring of kSL_2(F_p) modulo projective modules appropriately we are able to use symmetric function
Share with your friends:
Whatsapp | Viber | Telegram | Line | SMS
Email | Twitter | Reddit | Tumblr | Pinterest
Related Videos
_f-zero-99-steer-assist-in-a-king-league-with-wild-goose.webp "Misa")
_investigating-the-nature-of-the-roots-of-a-quadratic.webp "We make use of tools available to us in GeoGebra to distinguish between a concave up quadratic from a concave down quadratic. We then proceed to vary the coefficients of the quadratic polynomial in x to understand what effect this has on the parabola. We make the important observation of the three cases of the determinant being positive, zero, or negative and connect it to the roots of the polynomial being real and distinct, real and duplicate or complex conjugates of each other. Along the way,")
_given-complex-zeros-find-the-polynomial-online-tutor.webp "Brian McLogan")
_find-all-the-zeros-of-a-polynomial-to-the-fourth-gegree.webp "Brian McLogan")
_how-to-determine-the-multiplicity-and-zeros-of-a-polynomial.webp "Brian McLogan")
_constant-amp-zero-polynomial-124124-polynomials.webp "Albert IQ 9 u0026 10")
_algorithmically-distinguishing-irreducible-characters-of-the-symmetric-group.webp "Timothy Chow speaks to the Experimental Mathematics Seminar.nnAbstract: Suppose χλ and χμ are two distinct irreducible characters of the symmetric group Sn. How hard is it to find a permutation π such that χλ(π) differs from χμ(π)? Surprisingly, this natural question seems not to have been considered before in the literature. One might expect that the problem is hard, since even determining whether χλ(π) is zero or not is in general NP-hard. A closely related problem is, given orac")
⏲ 29 min 80 sec ✓ 15-Dec-2020
_find-zeros-of-polynomial-using-calculator-amp-synthetic-division.webp "Mario's Math Tutoring")
_f-zero-99-steer-assist-in-a-king-league-with-wild-goose.jpg)
_investigating-the-nature-of-the-roots-of-a-quadratic.jpg)
_given-complex-zeros-find-the-polynomial-online-tutor.jpg)
_find-all-the-zeros-of-a-polynomial-to-the-fourth-gegree.jpg)
_how-to-determine-the-multiplicity-and-zeros-of-a-polynomial.jpg)
_constant-amp-zero-polynomial-124124-polynomials.jpg)
_algorithmically-distinguishing-irreducible-characters-of-the-symmetric-group.jpg)
_find-zeros-of-polynomial-using-calculator-amp-synthetic-division.jpg)
![[+]](/images/menu.gif){kind=small}