faddeev ludwig (43 risultati)

Paperback. Condizione: new. Paperback. This book presents the foundations of the inverse scattering method and its applications to the theory of solitons in such a form as we understand it in Leningrad. The concept of solitonwas introduced by Kruskal and Zabusky in 1965. A soliton (a solitary wave) is a localized particle-like solution of a nonlinear equation which describes excitations of finite energy and exhibits several characteristic features: propagation does not destroy the profile of a solitary wave; the interaction of several solitary waves amounts to their elastic scat tering, so that their total number and shape are preserved. Occasionally, the concept of the soliton is treated in a more general sense as a localized solu tion of finite energy. At present this concept is widely spread due to its universality and the abundance of applications in the analysis of various processes in nonlinear media. The inverse scattering method which is the mathematical basis of soliton theory has developed into a powerful tool of mathematical physics for studying nonlinear partial differential equations, almost as vigoraus as the Fourier transform. The book is based on the Hamiltonian interpretation of the method, hence the title. Methods of differential geometry and Hamiltonian formal ism in particular are very popular in modern mathematical physics. It is precisely the general Hamiltonian formalism that presents the inverse scat tering method in its most elegant form. Moreover, the Hamiltonian formal ism provides a link between classical and quantum mechanics. This book presents the foundations of the inverse scattering method and its applications to the theory of solitons in such a form as we understand it in Leningrad. Shipping may be from multiple locations in the US or from the UK, depending on stock availability.

Paperback. Condizione: new. Paperback. On April 29, 1814 Napoleon landed on the island of Elba, surrounded with a personal army of 1200 men. The allies, Russia, Prussia, England and Austria, hadforcedhimintoexileafteranumberofverycostlydefeats;hewasdeprived ofallhistitles,butcouldkeepthetitleof"EmperorofElba". Historytellsusthat each morning he took long walks in the sun, reviewed his army each midday anddiscussedworldmatterswithnewlyappointedadvisors,followingthesame pattern everyday, to the great surprise of Campbell, the British of?cer who was to keep an eye on him. All this made everyone believe he was settled there for good. Napoleononcesaid:Elbaisbeautiful,butabitsmall. Elbawasde?nitely a source of inspiration; indeed, the early morning, March 6, 1815, Metternich, the chancellor of Austria was woken up by one of his aides with the stunning news that Napoleon had left Elba with his 1200 men and was marching to Paris with little resistance; A few days later he took up his throne again in the Tuileries. In spite of his insatiable hunger for battles and expansion, he is remembered as an important statesman.He was a pioneer in setting up much of the legal, administrative and political machinery in large parts of continental Europe. We gathered here in a lovely and quaint ?shing port, Marciana Marina on theislandofElba,tocelebrateoneofthepioneersofintegrablesystems,Hirota Sensei,andthisattheoccasionofhisseventiethbirthday. Trainedasaphysicist in his home university Kyushu University, Professor Hirota earned his PhD in '61 at Northwestern University with Professor Siegert in the ?eld of "Quantum Statistical mechanics". He wrote a widely appreciated Doctoral dissertation on "FunctionalIntegralrepresentationofthegrandpartitionfunction". The CKP hierarchy and the WDVV prepotential.- Quantum invariance groups of particle algebras.- Algebraic Hirota maps.- Boundary states in Susy Sine-Gordon model.- Geometry of discrete integrability. The consistency approach.- Homoclinic orbits and dressing method.- Riemann-Hilbert problem and algebraic curves.- Analytic and algebraic aspects of Toda field theories and their real Hamiltonian forms.- Bilinear avatars of the discrete Painleve II equation.- Orthogonal polynomials satisfying Q-difference equations.- Discretization of coupled soliton equations.- An adelic W-algebra and rank one bispectral operators.- Toroidal Lie algebra and bilinear identity of the self-dual Yang-Mills hierarchy.- From soliton equations to their zero curvature formulation.- Covariant forms of Lax one-field operators: from Abelian to non-commutative.- On the Dirichlet boundary problem and Hirota equations.- Functional-difference deformations of Darboux-Pöshl-Teller potentials.- Maxwell equations for quantum space-time.- A solvable model of interacting photons.- Discretization of a Sine-Gordon type equation- Hierarchy of quantum explicitly solvable and integrable models.- A two-parameter elliptic extension of the lattice KDV system.- Travelling waves in a per-turbed discrete Sine-Gordon equation.- Quantum VS classical Calogero-Moser systems.- Geometrical dynamics of an integrable piecewise-linear mapping.- Free bosons and dispersionless limit of Hirota tau-function.- Similarity reductions of Hirota bilinear equations and Painleve equations.- On fundamental cycle of periodic Box-Ball systems.- Combinatorics and integrable geometry.- On reductions of some KDV-type systems and their link to the quartic He'non-Heiles Hamiltonian.- On the bilinear forms of Painleve 4th equation. Shipping may be from multiple locations in the US or from the UK, depending on stock availability.

Condizione: New.

Condizione: New.

Hardcover. Condizione: new. Hardcover. On April 29, 1814 Napoleon landed on the island of Elba, surrounded with a personal army of 1200 men. The allies, Russia, Prussia, England and Austria, hadforcedhimintoexileafteranumberofverycostlydefeats;hewasdeprived ofallhistitles,butcouldkeepthetitleof"EmperorofElba". Historytellsusthat each morning he took long walks in the sun, reviewed his army each midday anddiscussedworldmatterswithnewlyappointedadvisors,followingthesame pattern everyday, to the great surprise of Campbell, the British of?cer who was to keep an eye on him. All this made everyone believe he was settled there for good. Napoleononcesaid:Elbaisbeautiful,butabitsmall. Elbawasde?nitely a source of inspiration; indeed, the early morning, March 6, 1815, Metternich, the chancellor of Austria was woken up by one of his aides with the stunning news that Napoleon had left Elba with his 1200 men and was marching to Paris with little resistance; A few days later he took up his throne again in the Tuileries. In spite of his insatiable hunger for battles and expansion, he is remembered as an important statesman.He was a pioneer in setting up much of the legal, administrative and political machinery in large parts of continental Europe. We gathered here in a lovely and quaint ?shing port, Marciana Marina on theislandofElba,tocelebrateoneofthepioneersofintegrablesystems,Hirota Sensei,andthisattheoccasionofhisseventiethbirthday. Trainedasaphysicist in his home university Kyushu University, Professor Hirota earned his PhD in '61 at Northwestern University with Professor Siegert in the ?eld of "Quantum Statistical mechanics". He wrote a widely appreciated Doctoral dissertation on "FunctionalIntegralrepresentationofthegrandpartitionfunction". The CKP hierarchy and the WDVV prepotential.- Quantum invariance groups of particle algebras.- Algebraic Hirota maps.- Boundary states in Susy Sine-Gordon model.- Geometry of discrete integrability. The consistency approach.- Homoclinic orbits and dressing method.- Riemann-Hilbert problem and algebraic curves.- Analytic and algebraic aspects of Toda field theories and their real Hamiltonian forms.- Bilinear avatars of the discrete Painleve II equation.- Orthogonal polynomials satisfying Q-difference equations.- Discretization of coupled soliton equations.- An adelic W-algebra and rank one bispectral operators.- Toroidal Lie algebra and bilinear identity of the self-dual Yang-Mills hierarchy.- From soliton equations to their zero curvature formulation.- Covariant forms of Lax one-field operators: from Abelian to non-commutative.- On the Dirichlet boundary problem and Hirota equations.- Functional-difference deformations of Darboux-Pöshl-Teller potentials.- Maxwell equations for quantum space-time.- A solvable model of interacting photons.- Discretization of a Sine-Gordon type equation- Hierarchy of quantum explicitly solvable and integrable models.- A two-parameter elliptic extension of the lattice KDV system.- Travelling waves in a perturbed discrete Sine-Gordon equation.- Quantum VS classical Calogero-Moser systems.- Geometrical dynamics of an integrable piecewise-linear mapping.- Free bosons and dispersionless limit of Hirota tau-function.- Similarity reductions of Hirota bilinear equations and Painleve II quations.- On fundamental cycle of periodic Box-Ball systems.- Combinatorics and integrable geometry.- On reductions of some KDV-type systems and their link to the quartic He'non-Heiles Hamiltonian.- On the bilinear forms of Painleve 4th equation. Shipping may be from multiple locations in the US or from the UK, depending on stock availability.

Condizione: New.

Condizione: Brand New. New. US edition. Expediting shipping for all USA and Europe orders excluding PO Box. Excellent Customer Service.

Condizione: New. This is a Brand-new US Edition. This Item may be shipped from US or any other country as we have multiple locations worldwide.

Taschenbuch. Condizione: Neu. Druck auf Anfrage Neuware - Printed after ordering - This book presents the foundations of the inverse scattering method and its applications to the theory of solitons in such a form as we understand it in Leningrad. The concept of solitonwas introduced by Kruskal and Zabusky in 1965. A soliton (a solitary wave) is a localized particle-like solution of a nonlinear equation which describes excitations of finite energy and exhibits several characteristic features: propagation does not destroy the profile of a solitary wave; the interaction of several solitary waves amounts to their elastic scat tering, so that their total number and shape are preserved. Occasionally, the concept of the soliton is treated in a more general sense as a localized solu tion of finite energy. At present this concept is widely spread due to its universality and the abundance of applications in the analysis of various processes in nonlinear media. The inverse scattering method which is the mathematical basis of soliton theory has developed into a powerful tool of mathematical physics for studying nonlinear partial differential equations, almost as vigoraus as the Fourier transform. The book is based on the Hamiltonian interpretation of the method, hence the title. Methods of differential geometry and Hamiltonian formal ism in particular are very popular in modern mathematical physics. It is precisely the general Hamiltonian formalism that presents the inverse scat tering method in its most elegant form. Moreover, the Hamiltonian formal ism provides a link between classical and quantum mechanics.

Taschenbuch. Condizione: Neu. Hamiltonian Methods in the Theory of Solitons | Ludwig Faddeev (u. a.) | Taschenbuch | ix | Englisch | 2007 | Springer-Verlag GmbH | EAN 9783540698432 | Verantwortliche Person für die EU: Springer Verlag GmbH, Tiergartenstr. 17, 69121 Heidelberg, juergen[dot]hartmann[at]springer[dot]com | Anbieter: preigu.

Condizione: New. In.

Condizione: New. In.

Condizione: New. pp. 412.

Condizione: New.

Condizione: New. pp. 412 52:B&W 6.14 x 9.21in or 234 x 156mm (Royal 8vo) Case Laminate on White w/Gloss Lam.

Condizione: New. pp. 412.

Condizione: New. pp. 412.

Taschenbuch. Condizione: Neu. Neuware -On April 29, 1814 Napoleon landed on the island of Elba, surrounded with a personal army of 1200 men. The allies, Russia, Prussia, England and Austria, hadforcedhimintoexileafteranumberofverycostlydefeats;hewasdeprived ofallhistitles,butcouldkeepthetitleof¿EmperorofElbä. Historytellsusthat each morning he took long walks in the sun, reviewed his army each midday anddiscussedworldmatterswithnewlyappointedadvisors,followingthesame pattern everyday, to the great surprise of Campbell, the British of cer who was to keep an eye on him. All this made everyone believe he was settled there for good. Napoleononcesaid:Elbaisbeautiful,butabitsmall. Elbawasde nitely a source of inspiration; indeed, the early morning, March 6, 1815, Metternich, the chancellor of Austria was woken up by one of his aides with the stunning news that Napoleon had left Elba with his 1200 men and was marching to Paris with little resistance; A few days later he took up his throne again in the Tuileries. In spite of his insatiable hunger for battles and expansion, he is remembered as an important statesman. He was a pioneer in setting up much of the legal, administrative and political machinery in large parts of continental Europe. We gathered here in a lovely and quaint shing port, Marciana Marina on theislandofElba,tocelebrateoneofthepioneersofintegrablesystems,Hirota Sensei,andthisattheoccasionofhisseventiethbirthday. Trainedasaphysicist in his home university Kyushu University, Professor Hirota earned his PhD in ¿61 at Northwestern University with Professor Siegert in the eld of ¿Quantum Statistical mechanics¿. He wrote a widely appreciated Doctoral dissertation on ¿FunctionalIntegralrepresentationofthegrandpartitionfunction¿.Springer Verlag GmbH, Tiergartenstr. 17, 69121 Heidelberg 412 pp. Englisch.

Buch. Condizione: Neu. Neuware -On April 29, 1814 Napoleon landed on the island of Elba, surrounded with a personal army of 1200 men. The allies, Russia, Prussia, England and Austria, hadforcedhimintoexileafteranumberofverycostlydefeats;hewasdeprived ofallhistitles,butcouldkeepthetitleof¿EmperorofElbä. Historytellsusthat each morning he took long walks in the sun, reviewed his army each midday anddiscussedworldmatterswithnewlyappointedadvisors,followingthesame pattern everyday, to the great surprise of Campbell, the British of cer who was to keep an eye on him. All this made everyone believe he was settled there for good. Napoleononcesaid:Elbaisbeautiful,butabitsmall. Elbawasde nitely a source of inspiration; indeed, the early morning, March 6, 1815, Metternich, the chancellor of Austria was woken up by one of his aides with the stunning news that Napoleon had left Elba with his 1200 men and was marching to Paris with little resistance; A few days later he took up his throne again in the Tuileries. In spite of his insatiable hunger for battles and expansion, he is remembered as an important statesman. He was a pioneer in setting up much of the legal, administrative and political machinery in large parts of continental Europe. We gathered here in a lovely and quaint shing port, Marciana Marina on theislandofElba,tocelebrateoneofthepioneersofintegrablesystems,Hirota Sensei,andthisattheoccasionofhisseventiethbirthday. Trainedasaphysicist in his home university Kyushu University, Professor Hirota earned his PhD in ¿61 at Northwestern University with Professor Siegert in the eld of ¿Quantum Statistical mechanics¿. He wrote a widely appreciated Doctoral dissertation on ¿FunctionalIntegralrepresentationofthegrandpartitionfunction¿.Springer Verlag GmbH, Tiergartenstr. 17, 69121 Heidelberg 408 pp. Englisch.

Buch. Condizione: Neu. Druck auf Anfrage Neuware - Printed after ordering - On April 29, 1814 Napoleon landed on the island of Elba, surrounded with a personal army of 1200 men. The allies, Russia, Prussia, England and Austria, hadforcedhimintoexileafteranumberofverycostlydefeats;hewasdeprived ofallhistitles,butcouldkeepthetitleof EmperorofElba . Historytellsusthat each morning he took long walks in the sun, reviewed his army each midday anddiscussedworldmatterswithnewlyappointedadvisors,followingt hesame pattern everyday, to the great surprise of Campbell, the British of cer who was to keep an eye on him. All this made everyone believe he was settled there for good. Napoleononcesaid:Elbaisbeautiful,butabitsmall. Elbawasde nitely a source of inspiration; indeed, the early morning, March 6, 1815, Metternich, the chancellor of Austria was woken up by one of his aides with the stunning news that Napoleon had left Elba with his 1200 men and was marching to Paris with little resistance; A few days later he took up his throne again in the Tuileries. In spite of his insatiable hunger for battles and expansion, he is remembered as an important statesman. He was a pioneer in setting up much of the legal, administrative and political machinery in large parts of continental Europe. We gathered here in a lovely and quaint shing port, Marciana Marina on theislandofElba,tocelebrateoneofthepioneersofintegrablesystems,Hirota Sensei,andthisattheoccasionofhisseventiethbirthday. Trainedasaphysicist in his home university Kyushu University, Professor Hirota earned his PhD in 61 at Northwestern University with Professor Siegert in the eld of Quantum Statistical mechanics . He wrote a widely appreciated Doctoral dissertation on FunctionalIntegralrepresentationofthegrandpartitionfunction .

Taschenbuch. Condizione: Neu. Druck auf Anfrage Neuware - Printed after ordering - On April 29, 1814 Napoleon landed on the island of Elba, surrounded with a personal army of 1200 men. The allies, Russia, Prussia, England and Austria, hadforcedhimintoexileafteranumberofverycostlydefeats;hewasdeprived ofallhistitles,butcouldkeepthetitleof EmperorofElba . Historytellsusthat each morning he took long walks in the sun, reviewed his army each midday anddiscussedworldmatterswithnewlyappointedadvisors,followingt hesame pattern everyday, to the great surprise of Campbell, the British of cer who was to keep an eye on him. All this made everyone believe he was settled there for good. Napoleononcesaid:Elbaisbeautiful,butabitsmall. Elbawasde nitely a source of inspiration; indeed, the early morning, March 6, 1815, Metternich, the chancellor of Austria was woken up by one of his aides with the stunning news that Napoleon had left Elba with his 1200 men and was marching to Paris with little resistance; A few days later he took up his throne again in the Tuileries. In spite of his insatiable hunger for battles and expansion, he is remembered as an important statesman. He was a pioneer in setting up much of the legal, administrative and political machinery in large parts of continental Europe. We gathered here in a lovely and quaint shing port, Marciana Marina on theislandofElba,tocelebrateoneofthepioneersofintegrablesystems,Hirota Sensei,andthisattheoccasionofhisseventiethbirthday. Trainedasaphysicist in his home university Kyushu University, Professor Hirota earned his PhD in 61 at Northwestern University with Professor Siegert in the eld of Quantum Statistical mechanics . He wrote a widely appreciated Doctoral dissertation on FunctionalIntegralrepresentationofthegrandpartitionfunction .

paperback. Condizione: New. In shrink wrap. Looks like an interesting title!

Condizione: As New. Unread book in perfect condition.

Hardcover. Condizione: Like New. Like New. book.

Condizione: As New. Unread book in perfect condition.

Paperback. Condizione: new. Paperback. This book presents the foundations of the inverse scattering method and its applications to the theory of solitons in such a form as we understand it in Leningrad. The concept of solitonwas introduced by Kruskal and Zabusky in 1965. A soliton (a solitary wave) is a localized particle-like solution of a nonlinear equation which describes excitations of finite energy and exhibits several characteristic features: propagation does not destroy the profile of a solitary wave; the interaction of several solitary waves amounts to their elastic scat tering, so that their total number and shape are preserved. Occasionally, the concept of the soliton is treated in a more general sense as a localized solu tion of finite energy. At present this concept is widely spread due to its universality and the abundance of applications in the analysis of various processes in nonlinear media. The inverse scattering method which is the mathematical basis of soliton theory has developed into a powerful tool of mathematical physics for studying nonlinear partial differential equations, almost as vigoraus as the Fourier transform. The book is based on the Hamiltonian interpretation of the method, hence the title. Methods of differential geometry and Hamiltonian formal ism in particular are very popular in modern mathematical physics. It is precisely the general Hamiltonian formalism that presents the inverse scat tering method in its most elegant form. Moreover, the Hamiltonian formal ism provides a link between classical and quantum mechanics. This book presents the foundations of the inverse scattering method and its applications to the theory of solitons in such a form as we understand it in Leningrad. Shipping may be from our Sydney, NSW warehouse or from our UK or US warehouse, depending on stock availability.

Paperback. Condizione: Like New. Like New. Ships from Multiple Locations. book.

Paperback. Condizione: new. Paperback. On April 29, 1814 Napoleon landed on the island of Elba, surrounded with a personal army of 1200 men. The allies, Russia, Prussia, England and Austria, hadforcedhimintoexileafteranumberofverycostlydefeats;hewasdeprived ofallhistitles,butcouldkeepthetitleof"EmperorofElba". Historytellsusthat each morning he took long walks in the sun, reviewed his army each midday anddiscussedworldmatterswithnewlyappointedadvisors,followingthesame pattern everyday, to the great surprise of Campbell, the British of?cer who was to keep an eye on him. All this made everyone believe he was settled there for good. Napoleononcesaid:Elbaisbeautiful,butabitsmall. Elbawasde?nitely a source of inspiration; indeed, the early morning, March 6, 1815, Metternich, the chancellor of Austria was woken up by one of his aides with the stunning news that Napoleon had left Elba with his 1200 men and was marching to Paris with little resistance; A few days later he took up his throne again in the Tuileries. In spite of his insatiable hunger for battles and expansion, he is remembered as an important statesman.He was a pioneer in setting up much of the legal, administrative and political machinery in large parts of continental Europe. We gathered here in a lovely and quaint ?shing port, Marciana Marina on theislandofElba,tocelebrateoneofthepioneersofintegrablesystems,Hirota Sensei,andthisattheoccasionofhisseventiethbirthday. Trainedasaphysicist in his home university Kyushu University, Professor Hirota earned his PhD in '61 at Northwestern University with Professor Siegert in the ?eld of "Quantum Statistical mechanics". He wrote a widely appreciated Doctoral dissertation on "FunctionalIntegralrepresentationofthegrandpartitionfunction". The CKP hierarchy and the WDVV prepotential.- Quantum invariance groups of particle algebras.- Algebraic Hirota maps.- Boundary states in Susy Sine-Gordon model.- Geometry of discrete integrability. The consistency approach.- Homoclinic orbits and dressing method.- Riemann-Hilbert problem and algebraic curves.- Analytic and algebraic aspects of Toda field theories and their real Hamiltonian forms.- Bilinear avatars of the discrete Painleve II equation.- Orthogonal polynomials satisfying Q-difference equations.- Discretization of coupled soliton equations.- An adelic W-algebra and rank one bispectral operators.- Toroidal Lie algebra and bilinear identity of the self-dual Yang-Mills hierarchy.- From soliton equations to their zero curvature formulation.- Covariant forms of Lax one-field operators: from Abelian to non-commutative.- On the Dirichlet boundary problem and Hirota equations.- Functional-difference deformations of Darboux-Pöshl-Teller potentials.- Maxwell equations for quantum space-time.- A solvable model of interacting photons.- Discretization of a Sine-Gordon type equation- Hierarchy of quantum explicitly solvable and integrable models.- A two-parameter elliptic extension of the lattice KDV system.- Travelling waves in a per-turbed discrete Sine-Gordon equation.- Quantum VS classical Calogero-Moser systems.- Geometrical dynamics of an integrable piecewise-linear mapping.- Free bosons and dispersionless limit of Hirota tau-function.- Similarity reductions of Hirota bilinear equations and Painleve equations.- On fundamental cycle of periodic Box-Ball systems.- Combinatorics and integrable geometry.- On reductions of some KDV-type systems and their link to the quartic He'non-Heiles Hamiltonian.- On the bilinear forms of Painleve 4th equation. Shipping may be from our Sydney, NSW warehouse or from our UK or US warehouse, depending on stock availability.

Hardcover. Condizione: new. Hardcover. On April 29, 1814 Napoleon landed on the island of Elba, surrounded with a personal army of 1200 men. The allies, Russia, Prussia, England and Austria, hadforcedhimintoexileafteranumberofverycostlydefeats;hewasdeprived ofallhistitles,butcouldkeepthetitleof"EmperorofElba". Historytellsusthat each morning he took long walks in the sun, reviewed his army each midday anddiscussedworldmatterswithnewlyappointedadvisors,followingthesame pattern everyday, to the great surprise of Campbell, the British of?cer who was to keep an eye on him. All this made everyone believe he was settled there for good. Napoleononcesaid:Elbaisbeautiful,butabitsmall. Elbawasde?nitely a source of inspiration; indeed, the early morning, March 6, 1815, Metternich, the chancellor of Austria was woken up by one of his aides with the stunning news that Napoleon had left Elba with his 1200 men and was marching to Paris with little resistance; A few days later he took up his throne again in the Tuileries. In spite of his insatiable hunger for battles and expansion, he is remembered as an important statesman.He was a pioneer in setting up much of the legal, administrative and political machinery in large parts of continental Europe. We gathered here in a lovely and quaint ?shing port, Marciana Marina on theislandofElba,tocelebrateoneofthepioneersofintegrablesystems,Hirota Sensei,andthisattheoccasionofhisseventiethbirthday. Trainedasaphysicist in his home university Kyushu University, Professor Hirota earned his PhD in '61 at Northwestern University with Professor Siegert in the ?eld of "Quantum Statistical mechanics". He wrote a widely appreciated Doctoral dissertation on "FunctionalIntegralrepresentationofthegrandpartitionfunction". The CKP hierarchy and the WDVV prepotential.- Quantum invariance groups of particle algebras.- Algebraic Hirota maps.- Boundary states in Susy Sine-Gordon model.- Geometry of discrete integrability. The consistency approach.- Homoclinic orbits and dressing method.- Riemann-Hilbert problem and algebraic curves.- Analytic and algebraic aspects of Toda field theories and their real Hamiltonian forms.- Bilinear avatars of the discrete Painleve II equation.- Orthogonal polynomials satisfying Q-difference equations.- Discretization of coupled soliton equations.- An adelic W-algebra and rank one bispectral operators.- Toroidal Lie algebra and bilinear identity of the self-dual Yang-Mills hierarchy.- From soliton equations to their zero curvature formulation.- Covariant forms of Lax one-field operators: from Abelian to non-commutative.- On the Dirichlet boundary problem and Hirota equations.- Functional-difference deformations of Darboux-Pöshl-Teller potentials.- Maxwell equations for quantum space-time.- A solvable model of interacting photons.- Discretization of a Sine-Gordon type equation- Hierarchy of quantum explicitly solvable and integrable models.- A two-parameter elliptic extension of the lattice KDV system.- Travelling waves in a perturbed discrete Sine-Gordon equation.- Quantum VS classical Calogero-Moser systems.- Geometrical dynamics of an integrable piecewise-linear mapping.- Free bosons and dispersionless limit of Hirota tau-function.- Similarity reductions of Hirota bilinear equations and Painleve II quations.- On fundamental cycle of periodic Box-Ball systems.- Combinatorics and integrable geometry.- On reductions of some KDV-type systems and their link to the quartic He'non-Heiles Hamiltonian.- On the bilinear forms of Painleve 4th equation. Shipping may be from our Sydney, NSW warehouse or from our UK or US warehouse, depending on stock availability.

Tankobon Softcover. Condizione: Brand New. Japanese language. 8.35x6.14x0.94 inches. In Stock.