Linear Algebra

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Webcam Model(Hana_67) is live
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anyone have any thoughts on how to approach this problem? It’s been giving me a hard time for the pa

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always good to have some snacks when you study~

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somewhat semi-inactive on this blog because of college app season :”) anyways, I have a big math tes

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studying for that first math quiz pro-tip: i gain most of my understanding of the course content thr

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so currently not highlighting any of my notes because they bleed through this kind of graphing paper

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not gonna lie… proofs are not my thing in math, so hopefully there isn’t too much in my linea

Link #study notes #study inspiration #study motivation #study inspo #studyspo #studyblr #collegeblr #school #emmastudies #lesliestudies #adelinestudiess #stxdii #studyelement #studyquill #notes linalg #linear algebra

This post is the last in a three-part sequence (1 2 3) that represents the last day of Maria Gillesp

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relaapse: undo-my-scars: xx //

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Affine transformations preserve parallel lines, and include rotations, scaling, shears and translati

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“Ceci n'est pas un vecteur.” / “This is not a vector.”Linear algebra concern

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Hao Zhang, Oliver van Kaick and Ramsay Dyer

Link #compression #eigendecomposition #linear algebra

Making matrices better: Geometry and topology of polar and singular value decompositionDennis DeTurc

Link #topology #geometry #groups #matrices #linear algebra #manifolds #lie groups #mathematics #rotation #rescaling #algebraic varieties #singular #singular matrices #submanifold #entries #projective #projective variety #projective space #kernel #tubular #boundary

Making matrices better: Geometry and topology of polar and singular value decompositionDennis DeTurc

Link #topology #geometry #groups #matrices #linear algebra #manifolds #lie groups #mathematics #rotation #rescaling #algebraic varieties #singular #singular matrices #submanifold #entries #projective #projective variety #projective space #kernel #tubular #boundary

Making matrices better: Geometry and topology of polar and singular value decompositionDennis DeTurc

Link #topology #geometry #groups #matrices #linear algebra #manifolds #lie groups #mathematics #rotation #rescaling #algebraic varieties #singular #singular matrices #submanifold #entries #projective #projective variety #projective space #kernel #tubular #boundary

Making matrices better: Geometry and topology of polar and singular value decompositionDennis DeTurc

Link #topology #geometry #groups #matrices #linear algebra #manifolds #lie groups #mathematics #rotation #rescaling #algebraic varieties #singular #singular matrices #submanifold #entries #projective #projective variety #projective space #kernel #tubular #boundary

Making matrices better: Geometry and topology of polar and singular value decompositionDennis DeTurc

Link #topology #geometry #groups #matrices #linear algebra #manifolds #lie groups #mathematics #rotation #rescaling #algebraic varieties #singular #singular matrices #submanifold #entries #projective #projective variety #projective space #kernel #tubular #boundary

Making matrices better: Geometry and topology of polar and singular value decompositionDennis DeTurc

Link #topology #geometry #groups #matrices #linear algebra #manifolds #lie groups #mathematics #rotation #rescaling #algebraic varieties #singular #singular matrices #submanifold #entries #projective #projective variety #projective space #kernel #tubular #boundary

Making matrices better: Geometry and topology of polar and singular value decompositionDennis DeTurc

Link #topology #geometry #groups #matrices #linear algebra #manifolds #lie groups #mathematics #rotation #rescaling #algebraic varieties #singular #singular matrices #submanifold #entries #projective #projective variety #projective space #kernel #tubular #boundary

chaosophia218:Euler’s Identity: eiπ + 1 = 0.Euler’s Identity is an Equation about constants π and e.

Link #mathematics #complex analysis #linear algebra #topology #differential equations #eulers identity #inner dialogue ahh the most beautiful equation 3

chaosophia218:Euler’s Identity: eiπ + 1 = 0.Euler’s Identity is an Equation about constants π and e.

Link #mathematics #complex analysis #linear algebra #topology #differential equations #eulers identity #inner dialogue ahh the most beautiful equation 3

fuckyeahphysica:fuckyeahphysica:On the transpose of a matrixIn this post, I would just like to highl

Link #mathematics #linear algebra #matrices

fuckyeahphysica:fuckyeahphysica:On the transpose of a matrixIn this post, I would just like to highl

Link #mathematics #linear algebra #matrices

fuckyeahphysica:fuckyeahphysica:On the transpose of a matrixIn this post, I would just like to highl

Link #mathematics #linear algebra #matrices