Видео ютуба по тегу Grassmann Numbers

The Mathematician the World Ignored: The Story of Hermann Grassmann
The Mathematician the World Ignored: The Story of Hermann Grassmann
Andrea Sportiello - Grassmann Calculus for the combinatorics of Spanning Trees and Forests
Andrea Sportiello - Grassmann Calculus for the combinatorics of Spanning Trees and Forests
Why does multiplying twice result in zero? --Grassmann numbers lead to a new field theory
Why does multiplying twice result in zero? --Grassmann numbers lead to a new field theory
Do Grassmann numbers create a contradiction? Why doesn't mathematics collapse?
Do Grassmann numbers create a contradiction? Why doesn't mathematics collapse?
AGT: On the diameter and zero forcing number of some graph classes in the Johnson, Grassmann...
AGT: On the diameter and zero forcing number of some graph classes in the Johnson, Grassmann...
中山大学张宏浩 高等量子力学 AQM41 Grassmann数乘积的复共轭要颠倒次序类似于厄米共轭20160113
中山大学张宏浩 高等量子力学 AQM41 Grassmann数乘积的复共轭要颠倒次序类似于厄米共轭20160113
中山大学张宏浩 高等量子力学 AQM37 复Grassmann向量的高斯积分20160106
中山大学张宏浩 高等量子力学 AQM37 复Grassmann向量的高斯积分20160106
中山大学张宏浩 高等量子力学 AQM33 Grassmann数的delta函数20160106
中山大学张宏浩 高等量子力学 AQM33 Grassmann数的delta函数20160106
中山大学张宏浩 高等量子力学 AQM31 对Grassmann数的微商20151230
中山大学张宏浩 高等量子力学 AQM31 对Grassmann数的微商20151230
中山大学张宏浩 高等量子力学AQM30 Grassmann数与Grassmann代数20151230
中山大学张宏浩 高等量子力学AQM30 Grassmann数与Grassmann代数20151230
MS 6. Schur's complement and its use in Grassmann integration
MS 6. Schur's complement and its use in Grassmann integration
MS 4. Majorana words and Bravyi's dictionary to the Grassmann language, linear algebraic properties
MS 4. Majorana words and Bravyi's dictionary to the Grassmann language, linear algebraic properties
3.3 Practical comments on how to work with normal forms of Grassmann-variate quadratic forms
3.3 Practical comments on how to work with normal forms of Grassmann-variate quadratic forms
3.2 Comments on how factorizing Gaussian Grassmann-variate exponentials in any and in normal form
3.2 Comments on how factorizing Gaussian Grassmann-variate exponentials in any and in normal form
3.1 Even subalgebra is abelian and factorization Grassmann-variate exponential
3.1 Even subalgebra is abelian and factorization Grassmann-variate exponential
MS 3. Gaussian integral (of an exponential of a Grassmann-variate quadratic form M) = Pfaffian(M)
MS 3. Gaussian integral (of an exponential of a Grassmann-variate quadratic form M) = Pfaffian(M)
2.4. Composing extetions of Grassmann integrals (Correction after Matchgates seminar)
2.4. Composing extetions of Grassmann integrals (Correction after Matchgates seminar)
2.3. Explicit Grassmann integral on full algebra (Correction after Matchgates seminar)
2.3. Explicit Grassmann integral on full algebra (Correction after Matchgates seminar)
2.2 Extending Grassmann integrals from generators to full algebra
2.2 Extending Grassmann integrals from generators to full algebra
2.1. Let us integrate *against* a Grassmann number (Correction after Matchgates seminar)
2.1. Let us integrate *against* a Grassmann number (Correction after Matchgates seminar)
MS 2, part 2. Grassmann integral as a linear map, part 2 (Matchgates seminar)
MS 2, part 2. Grassmann integral as a linear map, part 2 (Matchgates seminar)
MS 2. part 1. Grassmann integral as a linear map
MS 2. part 1. Grassmann integral as a linear map
1. Different viewpoints on Grassmann numbers (Matchgates seminar)
1. Different viewpoints on Grassmann numbers (Matchgates seminar)
Numeri di Grassmann (applicazione ai campi fermionici con funzionale generatore)
Numeri di Grassmann (applicazione ai campi fermionici con funzionale generatore)
Grassmann variables 02
Grassmann variables 02